TEST SERIES FOR IIT-JEE (FULL SYLLABUS) Name : Roll No. : Date : Instructions to Candidates

Size: px
Start display at page:

Download "TEST SERIES FOR IIT-JEE (FULL SYLLABUS) Name : Roll No. : Date : Instructions to Candidates"

Transcription

1 TS-I-XIII--M-( TEST SEIES FO IIT-JEE (FULL SYLLUS Time : : Hrs. MX MKS: Name : oll No. : Date : Instructions to Candidates. GENEL :. Please read the instructions given for each question carefull and mark the correct answers against the question numbers on the answer sheet in the respective subjects.. The answer sheet, a machine readable Optical Mark ecognition (OM is provided separatel.. Do not break the seal of the question-paper booklet before being instructed to do so b the invigilators.. MKING SCHEME : Each subject in this paper consists of following tpes of questions:- Section - I. Multiple choice questions with onl one correct answer. marks will be awarded for each correct answer and mark for each wrong answer.. Multiple choice questions with multiple correct option. marks will be awarded for each correct answer and No negative marking.. Passage based single correct tpe questions. marks will be awarded for each correct answer and mark for each wrong answer. Section - III. Numerical response (single digit integer answer questions. marks will be awarded for each correct answer and No negative marking for wrong answer. nswers to this Section are to be given in the form of single integer onl ( to C. FILLING THE OM :. Fill our Name, oll No., atch, Course and Centre Space of for Eamination rough work in the blocks of OM sheet and darken circle properl.. Use onl H pencil or blue/black pen (avoid gel pen for darking the bubbles.. While filling the bubbles please be careful about SECTIONS [i.e. Section-I (include single correct, reason tpe, multiple correct answers, Section II ( column matching tpe, Section-III (include integer answer tpe] Section I Section-II Section-III For eample if onl '' choice is correct then, the correct method for filling the bubbles is C D E For eample if onl ' & C' choices are correct then, the correct method for filling the bublles is C D E the wrong method for filling the bubble are The answer of the questions in wrong or an other manner will be treated as wrong. For eample if Correct match for ( is P; for ( is, S; for (C is Q; for (D is P, Q, S then the correct method for filling the bubbles is P Q S T C D Ensure that all columns are filled. nswers, having blank column will be treated as incorrect. Insert leading zeros (s '' should be filled as '' should be filled as '' should be filled as SEL CEE POINT, CP Tower, oad No., IPI, Kota (aj., Ph: -, Fa ( info@careerpointgroup.com; Website : CEE POINT, CP Tower, oad No., IPI, Kota (aj., Ph: - Page #

2 Section I Questions to are multiple choice questions. Each question has four choices (, (, (C and (D, out of which ONLY ONE is correct. Mark our response in OM sheet against the question number of that question. + marks will be given for each correct answer and mark for each wrong answer. Q. mol of a miture of FeSO and Fe (SO required ml of M KMnO solution in acidic medium. Hence, mole fraction of FeSO in the miture is : ( ( (C (D CHEMISTY [k.m - I iz'u ls rd cgqfodyih iz'u gsa iz;sd iz'u ds pkj fodyi (, (, (C rfkk (D gsa, ftuesa ls dso,d fodyi lgh gs OM 'khv esa iz'u dh iz'u la[;k ds le{k viuk mùkj vafdr dhft;s iz;sd lgh mùkj ds f, + vad fn;s tk;ass rfkk iz;sd r mùkj ds f, vad dkvk tk;sk Q. veh; ek/;e esa M KMnO ds ml cukus ds f, FeSO rfkk Fe (SO ds,d fej.k ds mol vko';d gksrs gs vr% fej.k esa FeSO ds eks fhkuu gs - ( ( (C (D Q. For the comple ML, stepwise formation constants for M +L ML ML +L ML are and Hence, overall stabilit constant for M + L ML ( ( (C. (D. Q. ladq ML ds fuekz.k ds f, M +L ML ML +L ML ds f, pj.kc} flfkjkad rfkk gs] vr% M + L ML ds f, lez flfkjrk fu;arkd gksrk gs ( ( (C. (D. Q. Equivalent conductance of acl, H SO and HCl are, and S cm equiv at infinite dilution. If specific conductance of saturated aso solution is of S cm, then K sp of aso is : Q. vuur ruqrk ij acl, H SO rfkk HCl dh rqy;kadh pkdrk, rfkk S cm equiv gs ;fn larìr aso fo;u dh fof'k"v pkdrk S cm gs rks aso dk K sp gs CEE POINT, CP Tower, oad No., IPI, Kota (aj., Ph: - Page #

3 ( ( + ( ( + ( ( + ( ( + (C ( + (D + (C ( + (D + Q. C H (g +. O (g CO (g + H O(g S vap (H O,l = cal K (b. p. T H f (H O,l =, H f (CO =, H f (C H = Hence, H of the reaction is : ( + ( + + T (C + T (D T + + Q. Edge length of M + X (NaCl tpe structure is. Å. Find the radius of X ion is (r M+ =. Å: (. Å (. Å (C. Å (D. Å Q. C H (g +. O (g CO (g + H O(g S vap (H O,l = cal K (b. p. T H f (H O,l =, H f (CO =, H f (C H = vr% vfhkfø;k dk H gs ( + ( + + T (C + T (D T + + Q. M + X (NaCl izdkj dh lajpuk dh dksj EckbZ. Å gs X vk;u dh f=kt;k Kkr djs (r M+ =. Å: (. Å (. Å (C. Å (D. Å Q. Intermediate ( changes to chlorohdrin due to attack of H O (nucleophile. Select correct statement about this reaction : Cl ( CH CH + H O α β Q. e/;orhz (, H O (ukfhkdlusgh ds vkøe.k ds dkj.k DksjksgkbfMªu esa ifjofrzr gksrk gs bl vfhkfø;k ds ckjs esa lgh dfku pqfu, % Cl ( CH CH + H O α β CEE POINT, CP Tower, oad No., IPI, Kota (aj., Ph: - Page #

4 ( H O attacks α-carbon and bond ( is cleaved ( H O attacks β-carbon and bond ( is c leaved (C H O attacks α-carbon and bond ( is cleaved (D H O attacks β-carbon and bond ( is cleaved Q. ate of hdration of (I CH=CH CH=CHCH, CH C=CH (III will be in order : ( I < II < III (C II < I < III (II ( I < III < II (D III < II < I Q. n olefin on ozonolsis ields a miture of acetone and methl ethl ketone. The possible structure of the olefin is : CH CH C H ( H O, α- dkczu ij vkøe.k djrk gs rfkk ca/k ( dk fonu gksrk gs ( H O, β- dkczu ij vkøe.k djrk gs rfkk ca/k ( fonfr gksrk gs (C H O, α- dkczu ij vkøe.k djrk gs rfkk ca/k (fonfr gksrk gs (D H O, β - dkczu ij vkøe.k djrk gs rfkk ca/k ( fofnfr gksrk gs Q. fueu ds t fo;kstu dh nj dk Øe gksk (I C=CH (III ( I < II < III (C II < I < III CH=CH CH=CHCH, CH (II ( I < III < II (D III < II < I Q.,d vksffqu dk vkstksuhvi?kvu djus ij,flvksu rfkk esffk,ffk dhvksu dk fej.k çkir gksrk gs vksffqu dh lajpuk gs - CH CH C H ( CH C = CCH ( C H C=CH ( CH C = CCH ( CHC=CH CH CH (C (D CH CH = CHCOOH CH C = CCH CH CH CH (C (D CH CH = CHCOOH CH C = CCH CH CEE POINT, CP Tower, oad No., IPI, Kota (aj., Ph: - Page #

5 Questions to are multiple choice questions. Each question has four choices (, (, (C and (D, out of which MULTIPLE (ONE O MOE is correct. Mark our response in OM sheet against the question number of that question. + marks will be given for each correct answer and no negative marks. Q. Select correct statement (s ( Most alklamines are more basic than ammonia in aqueous solution. ( pk a of Me N H is higher than that of N H (C mmonium ion is stabilized b polarization effect (D pk b of CH NH is higher than that of NH Q. When phenol is reacted with CHCl and NaOH followed b acidification, salicalaldehde is obtained. Which of the following species are involved in the above mentioned reaction as intermediates? O OH H CHCl ( CCl ( (C O H CHCl OH (D O CHCl iz'u ls rd cgqfodyih iz'u gas iz;sd iz'u ds pkj fodyi (, (, (C rfkk (D gsa] ftuesa ls,d ;k,d ls vf/kd fodyi lgh gas OM 'khv esa iz'u dh iz'u la[;k ds le{k vius mùkj vafdr dhft, iz;sd lgh mùkj ds f, + vad fn;s tk;sas rfkk dksbz _.kked vadu ugha gs Q. lgh dfku dk p;u dhft, - ( lokzf/kd,fyd,ehu] th; fo;u esa veksfu;k ls vf/kd {kkjh; gksrh gs ( Me N H dk pk a, N H dh vis{kk mpp gksrk gs (C veksfu;e vk;u /kqzohdj.k çhkko ds }kjk LFkk;h gksrk gs (D CH NH dk pk b, NH dh vis{kk vf/kd gksrk gs Q. tc fqukw] CHCl rfkk NaOH ds lkfk fø;k djrk gs rks veh;dj.k }kjk lsfylsfymgkbm çkir gksrk gs fueu esa ls dksulh Lih'kht mijksdr n'kkzbz bz vfhkfø;k esa e/;oùkh ds :i esa lfeefr gksrh gs - O OH H CHCl ( CCl ( (C O H CHCl OH (D O CHCl CEE POINT, CP Tower, oad No., IPI, Kota (aj., Ph: - Page #

6 Q. Select incorrect statement : ( Higher the value of k H (Henr s law constant at a given pressure, the lower is the solubilit of the gas in the liquid ( Solubilit of a gas in a liquid decreases with increase in temperature and pressure (C To minimize the painful effects accompaning the decomposition of deep sea divers, O diluted with less soluble He gas is used as breathing gas (D The solubilit of a gas in a liquid is governed b Henr s law Q. Which are true statements for the following equilibrium? H O(l H O(g ( Increase in Pressure will result in the formation of more liquid water ( Increase in pressure will increase boiling point (C Decrease in pressure will vaporize H O(l to a greater etent (D Increase in pressure will liquef steam Q. Following reaction (s is / are not involved in Thermite process : ( Mn O + l Mn + l O ( Cr O + l l O + Cr (C Fe+ l O l + Fe O (D O + l + l O Q. vl; dfku dk p;u dhft, - ( fn,, nkc ij æo esa Sl dk k H (gsujh fu;e flfkjkad dk eku mpp rfkk fos;rk fueu gksrh gs ( æo esa,d Sl dh fos;rk rki rfkk nkc c<+us ds lkfk?kvrh gs (C gjs leqæh ksrk[kksjksa ds nnz;qdr çhkkoksa dks de djus ds f, O dks vyi fos; He Sl ds lkfk ruqñr djds 'okl Sl ds :i esa mi;ks fd;k tkrk gs (D,d æo esa Sl dh fos;rk gsujh fu;e ds vuqlkj gksrh gs Q. fueu lke; ds f, dksuls dfku l; gs? H O(l H O(g ( vf/kd æoh; t ds fuekz.k ds QLo:i nkc esa o`f gksh ( nkc esa o`f ls DoFkukad c<+sk (C nkc esa deh ls okf"ir H O(l esa vf/kd o`f gksh (D æohñr Hkki ls nkc esa o`f gksh Q. FkekZbZV izøe esa fueu esa ls dksulh vfhkfø;k lfeefr ugh gksrh gs ( Mn O + l Mn + l O ( Cr O + l l O + Cr (C Fe+ l O l + Fe O (D O + l + l O CEE POINT, CP Tower, oad No., IPI, Kota (aj., Ph: - Page #

7 This section contains paragraphs; passage- I has multiple choice questions (No. & and passage- II has multiple (No. to. Each question has choices (, (, (C and (D out of which ONLY ONE is correct. Mark our response in OM sheet against the question number of that question. + marks will be given for each correct answer and mark for each wrong answer. Passage # (Ques. & lknes undergo acid-catalsed addition of water across the triple bond in the presence of mercuric ion as catalst. miture of HgSO and aqueous H SO is used and addition product follows Markownikoffs orientation. C CH + H O HgSO H SO step I C = CH OH enol step II CCH O ketone Q. Select correct statement (S: ( Enol form in the hdration of alkne is called vinl alcohol ( Conversion of enol to ketone (step II is called tautomerisation and enol and ketone are called tautomers (C HgSO forms vinl cation C = CH with C CH (D ll of the above Hg bl [k.m esa ka'k fn;s ;s gsa] ka'k -I esa cgqfodyih iz'u (iz'u o gsa rfkk ka'k-ii esa cgqfodyih iz'u (iz'u ls gsa iz;sd iz'u ds pkj fodyi (, (, (C rfkk (D gsa, ftuesa ls dso,d fodyi lgh gs OM 'khv esa iz'u dh iz'u la[;k ds le{k viuk mùkj vafdr dhft;s iz;sd lgh mùkj ds f;s + vad fn;s tk,sas rfkk iz;sd r mùkj ds f, vad dkvk tk;sk ka'k # (iz-,oa,ydkbu ds ve mçsjdh esa] mçsjd ds :i eas ed;wzfjd vk;u dh miflfkfr esa f=kca/k ds lkis{k t dk ;qxeu gksrk gs HgSO rfkk th; H SO ds,d fej.k dk mi;ks rfkk ;ksked mikn] ekdkszfudksq vfhkfou;kl dk vuqlj.k djrs gs C CH + H O HgSO H SO step I C = CH OH enol step II CCH O ketone Q. lgh dfku/dfkuksa dk p;u dhft, - (,Ydkbu ds t;kstu esa bzukw #i] okbfu,ydksgkw dgkrk gs ( bzukw dk dhvksu (in II esa :ikurj.k pko;oh rfkk bzukw rfkk dhvksu pko;oh dgkrs gs (C HgSO, C CH ds lkfk foukb /kuk;u C = CH Hg (D mijksdr lhkh cukrk gs CEE POINT, CP Tower, oad No., IPI, Kota (aj., Ph: - Page #

8 Q. Hdration of -pentne b a miture of HgSO and H SO ( -pentanone ( -pentanone (C oth ( and ( (D none of these Passage # (Ques. to The most striking difference between the chemistr of alkenes and alknes is that terminal alknes are weakl acidic. When a terminal alknes is treated with a strong base, such as sodium amide, NaNH, the terminal hdrogen is removed and an acetlide anion is formed : C C H + : NH Na + C C : Na + + : NH acetlide anion The acidit of an acetlenic hdrogen arises as a result of sp-hbrid C H bond. cidic hdrogen of an acid (with pk a = can be deprotonated b a base (with pk a = if is greater than. Q. Which can deprotonate hdrogen from acetlene? ( o ( NH (C CH CH (D ll Q. Which acid base reaction is not possible? Θ ( CH CH + NH CH C Θ + NH ( CH CH + O Θ CH C Θ + OH (C CH COOH + O Θ CH COO Θ + OH (D OH Θ NH O Θ + NH + Q. Which is the most stable anion? ( cetlide ( Vinlic (C lkl (D Equal stabilit Q. HgSO rfkk H SO ds,d fej.k }kjk -isuvkbu dk t;kstu gksrk gs - ( -isuvsukwu ( -isuvsukwu (C ( rfkk ( nksuksa (D buesa ls dksbz ugha ka'k # (iz- ls,ydhu rfkk,ydkbu dh jlk;u ds e/; vf/kd vlkeku; (striking vurj gksrk gs ftlesa vurlfk,ydkbu nqcz veh; gksrh gs tc,d vurlfk,ydkbu dks],d çcz {kkj ds lkfk mipkfjr fd;k tkrk gs] tsls lksfm;e,ekbm NaNH, vurlfk gkbmªkstu dks gvkrk gs rfkk,d,lhkbm _.kk;u cukrk gs - C C H + : NH Na + C C : Na + + : NH acetlide anion sp-ladfjr C H ca/k ds ifj.kkelo:i,d,lhfvhfud gkbmªkstu dh veh;rk c<+rh gs,d ve (pk a = dks veh; gkbmªkstu],d {kkj (pk a = ds }kjk foçksvksuhñr gks ldrk gs ;fn, ls vf/kd gs Q.,lhVhhu ls dksulk gkbmªkstu foçksvksuhñr gks ldrk gs? ( O ( NH (C CH CH (D lhkh Q. dksulh ve-{kkj vfhkfø;k lehko ugha gksrh? Θ ( CH CH + NH CH C Θ + NH ( CH CH + O Θ CH C Θ + OH (C CH COOH + O Θ CH COO Θ + OH (D OH Θ NH O Θ + NH + Q. dksulk vf/kd LFkkbZ _.kk;u gs? (,lhfvkbm ( foukbfd (C,Ydh (D cjkcj LFkkf;o CEE POINT, CP Tower, oad No., IPI, Kota (aj., Ph: - Page #

9 Section - III This section contains questions (Q. to. + marks will be given for each correct answer and no negative marking. The answer to each of the questions is a SINGLE-DIGIT INTEGE, ranging from to. The appropriate bubbles below the respective question numbers in the OM have to be darkened. For eample, if the correct answers to question numbers X, Y, Z and W (sa are,, and, respectivel, then the correct darkening of bubbles will look like the following : X Y Z W Q. The densit of steam at.ºc and pascal is. kg m. Calculate the compressibilit factor (Z from these data. Give the answer in nearest whole number. Q. mol of CCl vapours at ºC occupies a volume of. L If vander Waals constant are a =. L atm mol. and b =. L mol, calculate compressibilit factor Z under low pressure region. Give the answer in nearest whole number. [k.m - III bl [k.m esa (iz- ls iz'u gas iz;sd lgh mùkj ds f;s + vad fn;s tk,sas rfkk dksbz _.kked vadu ugha gs bl [k.m esa iz;sd iz'u dk mùkj ls rd bdkbz ds,d iw.kk±d gsa OM esa iz'u la[;k ds lar uhps fn;s ;s cqyksa esa ls lgh mùkj oks cqyksa dks dkk fd;k tkuk gs mnkgj.k ds f, ;fn iz'u la[;k ¼ekusa½ X, Y, Z rfkk W ds mùkj,, rfkk gkas, rks lgh fof/k ls dks fd;s ;s cqys,sls fn[krs gsa tks fueuff[kr gs X Y Z W Q..ºC rfkk ij Hkki dk?kuo. kg m. gs bl rf; ls leihm+;rk q.kkad (Z dh.kuk dhft, fudvre iw.kkzzad esa mùkj nhft, Q. ºC ij CCl ok"i ds eks,. L vk;ru zg.k djrk gs ;fn ok.mj ok flfkjkad a =. L atm mol rfkk b =. L mol gs rks U;wu nkc {ks=k esa leihm~;rk q.kkad Z dh.kuk dhft, fudvre iw.kkzzad esa mùkj nhft, CEE POINT, CP Tower, oad No., IPI, Kota (aj., Ph: - Page #

10 Q. For the reaction at K : (g + (g C(g + D(g Hº =. kcal, Sº =. kcal K Calculate equilibrium constant. Q. piston eerting a pressure of. atm rests on the surface of water at ºC. The pressure is reduced to smaller etent and as a result g of water evaporates and absorbs. kj of heat. Calculate : heat of vaporization H v ( in KJ. Give the answer b dividing b. Q. gas originall at. atm and K underwent a reversible adiabatic epansion to. atm and K. What is the molar heat capacit of the gas? Q. The enthalp of neutralization for the first proton of H S(aq is. kj mol. Calculate the first acid ionization energ for H S(aq. Q.. mol sample of solid NH Cl was dissolved in. mol of water, the temperature of the solution decreased. small electrical immersion heater restored the temperature of the sstem b passing. from a. V power suppl for a period of s. Determine Hº (in kjmol for NH Cl(s molh O NH Cl (in mol H O Give the answer after multipling b and dividing b. Q. t K, half life of gaseous reactant initiall at KPa is minutes. When the pressure is KPa, the half-life is minutes. What is the order of the reaction? Q. t what ph the oidation potential of hdrogen electrode will be. V? Q. K ij fueu vfhkfø;k ds f, lke; flfkjkad dh.kuk dhft, - (g + (g C(g + D(g Hº =. kcal, sº =. kcal K Q. ºC ij,d filvu t dh lrg ij. atm dk nkc vkjksfir djrk gs nkc dh vyi ek=kk esa deh vkrh gs rfkk ifj.kkelo:i t ds g ok"ihñr gksrs gs rfkk. kj Å"ek vo'kksf"kr gksrh gs ok"iu H v dh Å"ek (fdkstw esa Kkr dhft, ls Hkk nsdj mùkj nhft, Q.,d Sl. atm rfkk K ij oklro esa møe.kh; #}ks"e izlkj dks. atm rfkk K ij leiuu djrh gs Sl dh eksj Å"ek /kkfjrk D;k gs? Q. H S(aq ds çfke çksvkwu ds f, mnklhuhdj.k dh,ufksyih. kj mol gksrh gs H S(aq ds f, çfke ve vk;uu ÅtkZ dh.kuk dhft, Q. ksl NH Cl ds,d. eks uewus dks. eks t esa?kksk tkrk gs] rks fo;u dk rki de gks tkrk gs s ds le; ds f,. V dh 'kfdr vkiwfrz ls. dh /kkjk çokg ls,d NksVs fo qr Å"ed }kjk ra=k dk rki fu;r j[kk tkrk gs NH Cl(s molh O NH Cl (in molh O ds f, Hº (in kjmol Kkr dhft, ls q.kk rfkk ls Hkk nsdj mùkj nhft, Q. K ij vfhkdkjdks dk v}z vk;qdk kpa ij feuv gs tc nkc KPa gs rks v}z vk;qdk feuv gksrk gs vfhkfø;k dh dksfv D;k gs Q. fdl ph ij gkbmªkstu bsdvªkwm dk vkwdlhdj.k fohko. V gksk? CEE POINT, CP Tower, oad No., IPI, Kota (aj., Ph: - Page #

11 Section I Questions to are multiple choice questions. Each question has four choices (, (, (C and (D, out of which ONLY ONE is correct. Mark our response in OM sheet against the question number of that question. + marks will be given for each correct answer and mark for each wrong answer. MTHEMCTICS [k.m - I iz'u ls rd cgqfodyih iz'u gsa iz;sd iz'u ds pkj fodyi (, (, (C rfkk (D gsa, ftuesa ls dso,d fodyi lgh gs OM 'khv esa iz'u dh iz'u la[;k ds le{k viuk mùkj vafdr dhft;s iz;sd lgh mùkj ds f, + vad fn;s tk;ass rfkk iz;sd r mùkj ds f, vad dkvk tk;sk Q. If f : (, π be defined b f ( = ([ + sin k], k = where [] denotes the integral part of, then range of f ( is - ({n, n + } ( {n, n, n + } (C{n, n + } (D none of these Q. Let f : [, ] [, be a continuous and differentiable function. Then ( f ( + ( f ( + f ( f ( (f ( f ( is equal to ( f (c f '(c (C f (c f '(c where c (, ( f '(c (D none of these n Q. ;fn f : (, π, f ( = ([ + sin k] }kjk k = ifjhkkf"kr gs] tgk [], ds iw.kk±d Hkk dks fu:fir djrk gs] rc f ( dk ifjlj gs - ({n, n + } ( {n, n, n + } (C{n, n + } (D buesa ls dksbz ugha Q. ekuk f : [, ] [,,d lr~r,oa voduh; Qu gs] rc ( f ( + ( f ( + f ( f ( (f ( f ( dk eku cjkcj gs ( f (c f '(c (C f (c f '(c tgk c (, ( f '(c (D buesa ls dksbz ugha n CEE POINT, CP Tower, oad No., IPI, Kota (aj., Ph: - Page #

12 Q. If f : is continuous and differentiable function such that - f t dt + f "'( dt = ( t dt f '( t dt + f "( tdt, then the value of f '( is ( f ' ( f " ( ( + f ' ( f " ( (C f ' ( + f " ( (D + f ' ( + f " ( Q. If = c e + c e + c e satisfies the differential equation a ( (C d + b + c abc d + d a + d is equal to - ( (D d b d +c =, then Q. If a, b, c, p, q, r are three non-zero comple numbers p q r a b c such that + + = + i and + + =, the a b c p q r p q r value of + + is - a b c ( ( (C i (D i Q. ;fn f : lr~r,oa voduh; Qu bl izdkj gs fd f t dt + f "'( dt = ( t dt f '( t dt + f "( tdt, rc f '( dk eku gs ( f ' ( f " ( ( + f ' ( f " ( (C f ' ( + f " ( (D + f ' ( + f " ( Q. ;fn = c e + c e + c e vod lehdj.k d d d + a + b +c = dks larq" djrk gs] rc d d d a + b + c abc ( (C cjkcj gs - ( (D Q. ;fn a, b, c, p, q, r rhu v'kwu; lfeej la[;k, bl izdkj p q r a b c gs fd + + = + i,oa + + = gs] rc a b c p q r p q r + + dk eku gs - a b c ( ( (C i (D i CEE POINT, CP Tower, oad No., IPI, Kota (aj., Ph: - Page #

13 Q. If n and r are positive integers such that < r < n, then the roots of the quadratic equation n C r +. n C r + n C r + = are ( real and distinct ( rational (C rational but not integer (D imaginar Q. If = z ( z z ( z ( z z and, = ( (C z ( z z ( z ( z z z z z, then = ( ( ( z ( (D None of these Q. circle touches the line = at a point P such that OP =, where O is the origin. The circle contains the point (, in its interior and the length of its chord on the line + = is. The equation of the circle is - ( = ( + + = (C = (D none of these Q. ;fn n,oa r /kuked iw.kk±d bl izdkj gs fd < r < n, rc f}?kkr lehdj.k n C r +. n C r + n C r + = ds ew gs ( oklrfod,oa fhkuuk ( ifjes; (C ifjes; ijurq iw.kk±d ugha (D dkyifud Q. ;fn = z ( z z ( z ( z,oa = ( (C z z ( z z ( z ( z z z z z gs] rc = ( z ( ( ( (D buesa ls dksbz ugha Q.,d o`ùk js[kk = dks,d fcunq P ij bl izdkj Li'kZ djrk gs fd OP =, tgk O ew fcunq gs fcunq (, o`ùk ds vunj flfkr gs,oa js[kk + = ij bldh thok dh EckbZ gs] rc o`ùk dk lehdj.k gs- ( = ( + + = (C = (D buesa ls dksbz ugha CEE POINT, CP Tower, oad No., IPI, Kota (aj., Ph: - Page #

14 Questions to are multiple choice questions. Each question has four choices (, (, (C and (D, out of which MULTIPLE (ONE O MOE is correct. Mark our response in OM sheet against the question number of that question. + marks will be given for each correct answer and no negative marks. iz'u ls rd cgqfodyih iz'u gas iz;sd iz'u ds pkj fodyi (, (, (C rfkk (D gsa] ftuesa ls,d ;k,d ls vf/kd fodyi lgh gas OM 'khv esa iz'u dh iz'u la[;k ds le{k vius mùkj vafdr dhft, iz;sd lgh mùkj ds f, + vad fn;s tk;sas rfkk dksbz _.kked vadu ugha gs + Q. If d = +, then ( sin + cos cos ( = sin + cos ( = cot (C = ( sin + cos (D = tan d Q. For a certain curve = f( satisfing =, d f( has a local minimum value when = ( Equation of the curve is = + + ( f( has a local maimum at = (C Global maimum value of f( is (D Global minimum value of f( is Q. Let,, C be matrices with entries from the set of real numbers. Define operation, ' ' as follows = ( +, then ( I = ( = (C = (D ( + C = + C + Q. ;fn d = + gs ] rc ( sin + cos cos ( = sin + cos ( = cot (C = ( sin + cos (D = tan Q. d = dks larq" djus oks,d fuf'pr oø d = f( ds f;s f( dk LFkkuh; fufeu" eku gs tcfd = gs ( oø dk lehdj.k = + + gs ( f( dk = ij LFkkuh; mfpp" eku gs (C f( dk lkozf=kd mfpp" eku gs (D f( dk lkozf=kd fufeu" eku gs Q. ekuk,,oa C, dh esfvªdl gs ftuds vo;o oklrfod la[;kvksa ds leqpp; ls gsa lafø;k ' ' fueu izdkj ifjhkkf"kr gs = ( + rc ( I = ( = (C = (D ( + C = + C CEE POINT, CP Tower, oad No., IPI, Kota (aj., Ph: - Page #

15 Q.,, C and D are four points such that = m ( ˆ i ˆj + kˆ, C = î ĵ and CD = ( ˆ i + ˆj kˆ. If and CD intersect at some point E, then ( m ( n (C area of CE = (D all of these Q. sin α If sin β = then - cosα and = cosβ π, < α < β <, ( tan α = ( tan α = / (C tan β = / (D tan β = This section contains paragraphs; passage- I has multiple choice questions (No. & and passage- II has multiple (No. to. Each question has choices (, (, (C and (D out of which ONLY ONE is correct. Mark our response in OM sheet against the question number of that question. + marks will be given for each correct answer and mark for each wrong answer. Q.,, C,oa D pkj fcunq bl izdkj gs fd = m ( ˆ i ˆj + kˆ, C = î ĵ,oa CD = ( ˆ i + ˆj kˆ gs ;fn,oa CD fdlh fcunq E ij izfrpnsn djrs gs] rc - ( m ( n (C CE dk {ks=kq = (D mijksdr lhkh sin α Q. ;fn = sin β gs, rc -,oa cosα = cosβ π, < α < β < ( tan α = ( tan α = / (C tan β = / (D tan β = bl [k.m esa ka'k fn;s ;s gsa] ka'k -I esa cgqfodyih iz'u (iz'u o gsa rfkk ka'k-ii esa cgqfodyih iz'u (iz'u ls gsa iz;sd iz'u ds pkj fodyi (, (, (C rfkk (D gsa, ftuesa ls dso,d fodyi lgh gs OM 'khv esa iz'u dh iz'u la[;k ds le{k viuk mùkj vafdr dhft;s iz;sd lgh mùkj ds f;s + vad fn;s tk,sas rfkk iz;sd r mùkj ds f, vad dkvk tk;sk CEE POINT, CP Tower, oad No., IPI, Kota (aj., Ph: - Page #

16 Passage # (Ques. to person draws a card from a pack of cards. He replaces the card, shuffles the pack and again draws a card. He replaces it and draws again. This he does until he draws a heart. Q. The probabilit that he will have to make at least four draws is ( ( ka'k # (iz-,oa,d O;fDr rk'k dh M~Mh esa ls,d iùkk fudkrk gsa og iùkk okfil j[kdj M~Mh dks QsVrk gs,oa iqu%,d iùkk fudkrk gs og bls okfil j[kdj iqu% fudkrk gs og,slk rc rd djrk gs tc rd dh iku dk iùkk ugha fud tkrk gs gs Q. izkf;drk dh, og de ls de pkj ckj iùkk fudksk, gksh ( ( (C (D None of these (C (D buesa ls dksbz ugha Q. The chance that he will fail in the first two draws is - ( ( (C (D Q. izkf;drk fd, og izfke nks ckj iùkk fudkus ij vlq gksk, gs - ( ( (C (D Passage # (Ques. & f : (, ( π, π be defined as f( = arc tan (ln - Q. The above function can be classified as - ( Injective but not Surjective ( Surjective but not Injective (C neither injective nor surjective (D oth injective as well as surjective ka'k # (iz-,oa π π f : (, (,, f( = arc tan (ln }kjk ifjhkkf"kr gs - Q. mijksdr Qu gs - (,dsdh ijurq vkpnknd ugha ( vkpnknd ijurq,dsdh ugha (C uk rks,dsdh uk gh vkpnknd (D,dSdh,oa vkpnknd nksuksa gh gs CEE POINT, CP Tower, oad No., IPI, Kota (aj., Ph: - Page #

17 Q. The graph of f( is - π/ ( ( Q. f( dk vks[k gs - ( ( π/ π/ (C π/ π/ (D π/ π/ (C π/ π/ (D π/ Q. If, and are the point at which g( = [f(] is discontinuous, where [. ] denotes greatest integer function, then + + is - ( Equal to ( Equal to (C Greater than (D Greater than but less than Q. ;fn,,oa og fcunq gs ftuij g( = [f(] vlr~r gs] tgk [. ] egùke iw.kk±d Qu dks fu:fir djrk gs] rc + + gs - ( ds cjkcj ( ds cjkcj (C ls cm+k (D ls cm+k ijurq ls NksVk Section - III This section contains questions (Q. to. + marks will be given for each correct answer and no negative marking. The answer to each of the questions is a SINGLE-DIGIT INTEGE, ranging from to. The appropriate bubbles below the respective question numbers in the OM have to be darkened. For eample, [k.m - III bl [k.m esa (iz- ls iz'u gas iz;sd lgh mùkj ds f;s + vad fn;s tk,sas rfkk dksbz _.kked vadu ugha gs bl [k.m esa iz;sd iz'u dk mùkj ls rd bdkbz ds,d iw.kk±d gsa OM esa iz'u la[;k ds lar uhps fn;s ;s cqyksa esa ls lgh mùkj oks cqyksa dks dkk fd;k tkuk gs mnkgj.k ds CEE POINT, CP Tower, oad No., IPI, Kota (aj., Ph: - Page #

18 CEE POINT, CP Tower, oad No., IPI, Kota (aj., Ph: - Page # if the correct answers to question numbers X, Y, Z and W (sa are,, and, respectivel, then the correct darkening of bubbles will look like the following : X Y Z W Q. lim + +. =... Q. If f( = t cos t dt, then the number of points of discontinuit of f ( in the interval (, π is... Q. If z = + i, then the value of + arg i z i z d, where [.] denotes the greatest integer function, is f, ;fn iz'u la[;k ¼ekusa½ X, Y, Z rfkk W ds mùkj,, rfkk gkas, rks lgh fof/k ls dks fd;s ;s cqys,sls fn[krs gsa tks fueuff[kr gs X Y Z W Q. lim + +. =... Q. ;fn f( = t cos t dt gs, rc (, π esa f ( ds vlkar;rk ds fcunqvks dh la[;k gs - Q. ;fn z = + i gs, rc + arg i z i z d dk eku, tgk [.] egùke iw.kk±d Qu dks fu:fir djrk gs, gksk

19 π/ Q. The value of + ( sin cos d { } d is (where[.] and {.} represent greatest integer and fractional part. Q. If G is the centroid of C having lengths of the sides a, b, c and O is an point, then a + b + c = (O + O + OC k (OG, where k =... Q. Let P (, and Q (, be two given points. Let (, be a point such that ( ( + ( ( + =. If area of PQ is, then the number of possible positions of are - Q. If from an point on the circle + = a, tangents are drawn to the circle + = b (a > b, then the angle between the tangents is ksin b, where k =... a Q. Maimum number of common normals of = a and = b ma be equal to... Q. If sin, cos and tan are in geometric progression, then cot cot =... Q. π/ + ( sin cos d { } d dk eku gs (tgk [.],oa {.} egùke iw.kk±d,oa fhkuuked Hkk dks fuk:fir djrs gs Q. ;fn G f=khkqt C dk dsunzd gs ftldh Hkqtkvksa dh EckbZ a, b, c,oa O dksbz fcunq gs] rc a + b + c = (O + O + OC k (OG, tgk k =... Q. ekuk P (,,oa Q (, nks fn;s ;s fcunq gs ekuk (,,d fcunq bl izdkj gs fd ( ( + ( ( + = gs ;fn PQ dk {ks=kq gs] rc dh lahko flfkfr;ksa dh la[;k gs - Q. ;fn o`ùk + = a ij fdlh fcunq ls o`ùk + = b (a > b ij Li'kZ js[kk, [khaph tkrh gs, rc Li'kZ js[kkvksa ds e/; dks.k ksin b gs, tgk k =... a Q. = a,oa = b ds mhk;fu" vfhkecksa dh vf/kdre la[;k cjkcj] gs... Q. ;fn sin, cos,ao tan q.js. esa gs] rc cot cot =... CEE POINT, CP Tower, oad No., IPI, Kota (aj., Ph: - Page #

20 Section I Questions to are multiple choice questions. Each question has four choices (, (, (C and (D, out of which ONLY ONE is correct. Mark our response in OM sheet against the question number of that question. + marks will be given for each correct answer and mark for each wrong answer. Q. positive point charge is placed at P in front of an earthed metal sheet S. Q & are two points between P & S as shown in figure. If the electric field strength at Q & are respectivel E Q & E and potential at Q & are respectivel V Q & V. Then- P..Q..S PHYSICS [k.m - I iz'u ls rd cgqfodyih iz'u gsa iz;sd iz'u ds pkj fodyi (, (, (C rfkk (D gsa, ftuesa ls dso,d fodyi lgh gs OM 'khv esa iz'u dh iz'u la[;k ds le{k viuk mùkj vafdr dhft;s iz;sd lgh mùkj ds f, + vad fn;s tk;ass rfkk iz;sd r mùkj ds f, vad dkvk tk;sk Q.,d /kuked fcunq vkos'k dks,d HkwlEifdZr /kkfod ifêdk S ds lkeus P ij j[kk ;k gs Q rfkk, fp=k esa n'kkz;s vuqlkj P rfkk S ds e/; flfkr nks fcunq gsa ;fn Q rfkk ij fo qr {ks=k rhozrk, Øe'k% E Q rfkk E gsa] rfkk Q rfkk ij fohko Øe'k% V Q rfkk V. gsa rc& P..Q..S ( E Q > E (C V Q = V ( E Q < E (D V Q < V ( E Q > E (C V Q = V ( E Q < E (D V Q < V Q. The mean lives of a radioactive substance are ear and ear for α-emission and β-emission respectivel. Find the time during which three-fourth of a sample will deca if it is decaing b both α-emission and β-emission simultaneousl. ( ears ( ears (C ears (D ears Q.,d jsfm;kslfø; inkfkz dh α-mltzu rfkk β-mltzu ds f;s ek/; vk;q, Øe'k% o"kz rfkk o"kz gsa og le; Kkr dhft;s tc inkfkz dk rhu&pksfkkbz Hkk {k; gks tk;sk] ;fn ;g α-mltzu rfkk β-mltzu nksuksa }kjk,d lkfk {kf;r gks jgk gs& ( o"kz ( o"kz (C o"kz (D o"kz CEE POINT, CP Tower, IPI, oad No., Kota (aj., Ph: - Page #

21 Q. Q. Two containers & contain ideal gases helium and ogen respectivel. Volume of both containers are equal and pressure is also equal. Container has twice the number of molecules than container then if v & v represent the rms speed of gases in containers & respectivel, then - v ( v v (C v v = ( v v = (D v = = Q. The mirror of length l makes revolutions per minute about the ais crossing its mid point O and perpendicular to the plane of the figure There is a light source in point and an observer at point of the circle of radius drawn around centre O ( O = º. What is the proportion /l if the observer first sees the light source when the angle of mirror ψ = º? nks ik=k rfkk vkn'kz Slsa Øe'k% ghf;e rfkk vkwdlhtu j[krsa gsa nksuksa ik=kksa dk vk;ru cjkcj gs rfkk buesa nkc Hkh cjkcj gs ik=k esa Sl v.kqvksa dh la[;k dh rquk esa nqquh gs rfkk ;fn v o v Øe'k% rfkk esa Slksa ds oz ek/; ew pk gksa rks& ( (C v v v v = ( = (D v v v v = = Q. l EckbZ okk,d niz.k blds e/; fcunq O ls qtj jgh rfkk fp=k ds r ds Ecor~ v{k ds lkis{k pø.k izfr feuv dj jgh gs fcunq ij,d izdk'k L=kksr rfkk dsunz O ds pkjksa vksj cuk;s ;s o`ùk ds fcunq ij,d izs{kd miflfkr gs ( O = º vuqikr /l dk eku D;k gksk ;fn izs{kd fcunq L=kksr dks igh ckj rc ns[krk gs tc niz.k ds f;s dks.k ψ = º? CEE POINT, CP Tower, IPI, oad No., Kota (aj., Ph: - Page #

22 ψ l O ψ l O l l ( ( / (C (D / Q. massless container is filled with liquid of densit ρ. It contains two holes as shown in figure. Container rests on ground. reas of the two holes are each. Container is filled with liquid upto height H. Then ( ( / (C (D / Q.,d nzo;ekughu ik=k ρ?kuo ds nzo ls Hkjk gqvk gs ;g fp=k esa n'kkz;s vuqlkj nks fnnzksa ls ;qdr gs ik=k /kjkr ij j[kk gqvk gs iz;sd nksuksa fnnzksa dk {ks=kq gs ik=k esa H Å pkbz rd nzo Hkjk gqvk gs rc & H/ H H/ ( Torque produced b normal force between container & ground about center of gravit is ρ gh / into the plane of paper ( Torque produced b friction about center of gravit is ρgh out of the plane of paper (C Net torque produce b thrust force & friction force about center of gravit is ρgh / into the plane of paper (D Torque produced b normal force between container and ground about centre of gravit is zero H/ H H/ ( q:o dsunz ds lkis{k ik=k rfkk /kjkr r ds e/; vfhkec c }kjk miuu ck?kw.kz dkt ds r ds vunj ρ gh / gs ( q:o dsunz ds lkis{k?k"kz.k }kjk miuu ck?kw.kz dkt ds r ds ckgj ρgh gs (C q:o dsunz ds lkis{k mikod c rfkk?k"kz.k c }kjk miuu dq ck?kw.kz dkt ds r ds vunj ρ gh / gs (D q:o dsunz ds lkis{k ik=k rfkk /kjkr ds e/; vfhkec c }kjk miuu ck?kw.kz 'kwu; gs CEE POINT, CP Tower, IPI, oad No., Kota (aj., Ph: - Page #

23 Q. L shaped rod whose one rod is horizontal and other is vertical is rotating about a vertical ais as shown with angular speed ω. The sleeve shown in figure has mass m and friction coefficient between rod and sleeve is µ. The minimum angular speed ω for which sleeve cannot slip on rod is ω Q. L vkdkj dh,d NM+ dks n'kkz;k ;k gs ftldh,d NM+ {ksfrt rfkk nwljh Å/okZ/kj gs] tks ω dks.kh; pk ls n'kkz;s Å/okZ/kj v{k ds lkis{k?kw.kzu djrh gs fp=k esa n'kkz;k Lho (sleeve m nzo;eku dk gs rfkk NM+ o Lho ds e/;?k"kz.k q.kkad µ gs U;wure dks.kh; pk ω, ftlds f;s Lho NM+ ij u fqls] gs ω m sleeve m sleeve l l ( ω = (C ω = g µl l µg ( ω = µg l (D None of these ( ω = (C ω = g µl l µg ( ω = µg l (D buesa ls dksbz ugha Q. thin conducting plate is inserted in half wa between the plates of a parallel plates capacitor of capacitance C. Conducting plate Q.,d irh pkd IsV dks C /kkfjrk oks la/kkfj=k dh lekurj IsVksa ds e/; chp esa j[kk tkrk gs pkd IsV What does the value of capacitance, if both the plate of capacitor is shorted? ( C ( C (C C (D C ;fn la/kkfj=k dh nksuksa IsVksa dks?kqiffkr dj fn;k tk,] rks /kkfjrk dk eku D;k gs? ( C ( C (C C (D C CEE POINT, CP Tower, IPI, oad No., Kota (aj., Ph: - Page #

24 Q. Consider a usual set-up of Young's double slit eperiment with slits of equal intensit as shown in the figure. Take 'O' as origin and the Y ais as indicated. If average intensit between = λd d λd and = d equals n times the intensit of maimum, then n equal is (take average over phase difference - ( d S S + π D O ( + π (C + (D π π Q.,d lkeku; ;a f}flv iz;ks O;oLFkk o lkfk gh leku rhozrk okh flvsa] fueu fp=kkuqlkj dks] fopkfjr djsa λd 'O' n'kkz,s vuqlkj ew fcunq o Y-v{k gs ;fn = d λd o = ds e/; vkslr rhozrk] vf/kdre rhozrk dh n d quk gks rks n rqy; (dkurj ij vkslr sa gs - d S S ( + ( + π π (C + (D π π D O Questions to are multiple choice questions. Each question has four choices (, (, (C and (D, out of which MULTIPLE (ONE O MOE is correct. Mark our response in OM sheet against the question number of that question. + marks will be given for each correct answer and no negative marks. iz'u ls rd cgqfodyih iz'u gas iz;sd iz'u ds pkj fodyi (, (, (C rfkk (D gsa] ftuesa ls,d ;k,d ls vf/kd fodyi lgh gas OM 'khv esa iz'u dh iz'u la[;k ds le{k vius mùkj vafdr dhft, iz;sd lgh mùkj ds f, + vad fn;s tk;sas rfkk dksbz _.kked vadu ugha gs CEE POINT, CP Tower, IPI, oad No., Kota (aj., Ph: - Page #

25 Q. liquid of densit ρ filled in the vessel as shown is rotated with constant angular velocit 'ω' about the ais passing through the middle. The radius of clinder is. Then Q. ik=k esa Hkjk gqvk ρ?kuo dk nzo n'kkz, vuqlkj] e/; ls gksdj qtjus okh v{k ds ifjr% fu;r dks.kh; os 'ω' ls?kwf.kzr fd;k tkrk gs csu dh f=kt;k gs] rc H/ O ( The maimum value of 'ω' for which the liquid gh doesn t come out is ( The value of 'ω' for which the base of container is just eposed is H gh (C Volume of liquid remaining in the container in π H case ( is (D Gauge pressure at point in the container in case ( is ρgh H/ O ( 'ω' dk og vf/kdre eku ftl ij nzo ckgj u gh vk tk;ss] gs ( 'ω' dk og eku ftl ij ik=k dk isank hd utj (epose vkus s] H gh (C flfkfr ( esa ik=k esa 'ks"k cps gq, nzo dk vk;ru π H gs (D flfkfr ( esa ik=k esa fcunq ij kwt nkc ρgh gs gs CEE POINT, CP Tower, IPI, oad No., Kota (aj., Ph: - Page #

26 Q. stick is tied to the floor of the water tank with a string as shown in the figure. The length of stick is m. rea of cross-section of stick is m. Specific gravit of stick is.. Take g = m/s. Then Q.,d NM]+ t VSad ds Q'kZ ls,d Mksjh }kjk ck /k nh tkrh gs] tslk fd fp=k esa n'kkz;k ;k gs NM+ dh EckbZ m gs NM+ dk vuqizlfk dkv {ks=kq m gs NM+ dk fof'k"v?kuo. gs g = m/s hft, rc & Water ( Tension in the string is N ( uoanc force acting on stick is N (C Length of stick immersed in water is m (D When string is cut initial acceleration of stick is m/s t ( Mksjh esa ruko N gs ( NM+ ij dk;zjr mikou c N gs (C t essa Mwch gqbz NM+ dh EckbZ m gs (D tc jllh dks dkvk tkrk gs rks NM+ dk izkjfehkd oj.k m/s gs Q. bod moves in a circular path of radius with deceleration so that at an moment of time its tangential and normal acceleration are equal in magnitude. t the initial moment t =, the velocit of bod is v then the velocit of bod at an time will be v ( v = at time t v t + S ( v = v after it has moved S meter e (C v = v e S after it has moved S meter (D None of these Q.,d fi.m f=kt;k ds o`ùkh; ifk esa eanhr gksrk gs rkfd fdlh Hkh {k.k ij bldk Li'khZ; rfkk vfhkec oj.k ifjek.k esa cjkcj gks izkjfehkd {k.k t = ij] fi.m dk os v gs rc fdlh Hkh le; fi.m dk os gksk v ( t le; ij v = v + t S ( S ehvj fr djus ds ckn v = v e (C S ehvj fr djus ds ckn v = v e S (D buesa ls dksbz ugha CEE POINT, CP Tower, IPI, oad No., Kota (aj., Ph: - Page #

27 Q. clinder block of length L = m is in two immiscible liquids. Part of block inside liquid( is m and in liquid ( is m. rea of cross-section of block is. Densities of liquid ( & ( are ρ and ρ respectivel Q. L = m EckbZ dk,d csukdkj CkWd nks v?kqu'kh nzo esa flfkr gs nzo ( ds vunj CkWd dk m Hkk rfkk nzo ( esa Hkh m Hkk gs CkWd dk vuqizlfk dkv {ks=kq gs nzo ( rfkk ( dk?kuo Øe'k% ρ rfkk ρ gs ρ. Liquid ( ρ. Liquid ( ρ. Liquid ( ρ. Liquid ( ( Densit of block is ρ/ ( Force eerted b liquid ( on block is ρg/ (C lock is depressed so that it is just completel immersed in liquid ( and released. The initial acceleration of block is / g (D In case (C force eerted b liquid ( on block is / ρg ( CkWd dk?kuo ρ/ gs ( nzo ( }kjk CkWd ij vkjksfir c ρg/ gs (C CkWd dks nck;k tkrk gs rkfd ;g hd nzo ( esa iw.kzr;k Mwc tk;s rfkk fqj NksM+k tkrk gs CkWd dk izkjfehkd oj.k / g gksk (D (C flfkfr esa nzo ( }kjk CkWd ij vkjksfir c / ρg gs CEE POINT, CP Tower, IPI, oad No., Kota (aj., Ph: - Page #

28 Q. luminous point object is placed at O, whose image is formed at I as shown in figure. Line is optic ais. Which of the following statements are correct? a O a > b b I ( If the lens is used to obtain the image, the lens must be a converging lens and position of its principal focus can be found out. ( If the mirror is used to obtain the image, the mirror must be a conve mirror whose pole will be at point of intersection of line OI with the optic ais. (C Position of principal focus of the mirror cannot be found out. (D I is a real image. Q.,d izfrnhir fcunq olrq O ij j[kh gqbz gs] ftldk izfrfcec fp=k esa n'kkz;s vuqlkj I ij curk gs js[kk izdkf'kd v{k gs fueu esa ls dksuls dfku lgh gsa? a O a > b ( ;fn sul dks izfrfcec izkir djus ds f;s iz;qdr fd;k tkrk gs] rc Sal vo'; gh mùk Sal gksuk pkfg;s rfkk blds eq[; Qksdl dh flfkfr dks Kkr fd;k tk ldrk gs ( ;fn niz.k dks izfrfcec izkir djus ds f;s iz;qdr fd;k tkrk gs rc] ni.kz vo'; gh mùk niz.k gksuk pkfg;s] ftldk /kzqo] js[kk OI dk izdkf'kd v{k ds lkfk izfrpnsnu fcunq gksk (C niz.k ds eq[; Qksdl dh flfkfr dks Kkr ugha fd;k tk ldrk (D I,d oklrfod izfrfcec gs I b This section contains paragraphs; passage- I has multiple choice questions (No. & and passage- II has multiple (No. to. Each question has choices (, (, (C and (D out of which ONLY ONE is correct. Mark our response in OM sheet against the question number of that question. + marks will be given for each correct answer and mark for each wrong answer. bl [k.m esa ka'k fn;s ;s gsa] ka'k -I esa cgqfodyih iz'u (iz'u o gsa rfkk ka'k-ii esa cgqfodyih iz'u (iz'u ls gsa iz;sd iz'u ds pkj fodyi (, (, (C rfkk (D gsa, ftuesa ls dso,d fodyi lgh gs OM 'khv esa iz'u dh iz'u la[;k ds le{k viuk mùkj vafdr dhft;s iz;sd lgh mùkj ds f;s + vad fn;s tk,sas rfkk iz;sd r mùkj ds f, vad dkvk tk;sk CEE POINT, CP Tower, IPI, oad No., Kota (aj., Ph: - Page #

29 Passage # (Ques. & ka'k # (iz-,oa E r E r P (watt P (watt Cell emf is fied and internal resistance r is also fied. s value of changes power delivered to circuit b cell also changes. Variation of power delivered with is shown in graph. ls dk fo- ok- c fu;r gs rfkk vkarfjd izfrjks/k r Hkh fu;r gs tsls tsls dk eku ifjofrzr gksrk gs] ls }kjk ifjifk dks nh bz 'kfdr Hkh ifjofrzr gksrh gs zkq esa iznùk 'kfdr dk ds lkfk ifjorzu n'kkz;k ;k gs CEE POINT, CP Tower, IPI, oad No., Kota (aj., Ph: - Page #

30 Q. Emf of the cell is Q. ls dk fo-ok- c gs& ( V (C V (. V (D. V ( V (C V (. V (D. V Q. Current through the resistance is nearl (when = Ω (. (. (C. (D. Q. izfrjks/k ls izokfgr /kkjk Hk gksh (tgk = Ω gs (. (. (C. (D. Passage # (Ques. to Equal volumes and different masses of two blocks are in equilibrium on a lever. (case When the blocks are immersed in a liquid then buoanc force acting on blocks are F and F. (case l l m m (case ka'k # (iz- ls leku vk;ru o fhkuu nzo;ekuksa ds nks CkWd hoj (lever ij lke;olfkk esa gsa (flfkfr esa tc CkWdksa dks nzo esa Mqcks;k tkrk gs rc CkWdksa ij dk;zjr mikou c F o F gsa (flfkfr esa l l m m (flfkfr m m (flfkfr m m (flfkfr CEE POINT, CP Tower, IPI, oad No., Kota (aj., Ph: - Page #

31 Q. In case ( which of following is true - ( m = m ( m l = m l (C m m = (D l l m + m m l + l = l Q. uoanc force acting on the two blocks F and F satisf the following relation - ( F m = F m ( F = F (C F l = F l (D F l = F l Q. In case ( if the equilibrium is restored at positions and then - ( (C m = ( m = F F (D = F = F mg F m g F Section - III This section contains questions (Q. to. + marks will be given for each correct answer and no negative marking. The answer to each of the questions is a SINGLE-DIGIT INTEGE, ranging from to. The appropriate bubbles below the respective question numbers in the OM have to be darkened. For eample, if the correct answers to question numbers X, Y, Z and W (sa are,, and, respectivel, then the correct darkening of bubbles will look like the following: Q. flfkfr ( esa fueu esa ls dksulk l; gs & ( m = m ( m l = m l m (C m m + m l + l = (D = l l m l Q. nks CkWdksa ij dk;zjr mikou c F o F dksuls fueu lecu/k dks lurq"v djrs gsa & ( F m = F m ( F = F (C F l = F l (D F l = F l Q. flfkfr ( esa ;fn flfkfr;ksa o ij lke;kolfkk iqu% izkir gksrh gs] rc & ( (C m = ( m = F F (D = mg F m g F F = F [k.m - III bl [k.m esa (iz- ls iz'u gas iz;sd lgh mùkj ds f;s + vad fn;s tk,sas rfkk dksbz _.kked vadu ugha gs bl [k.m esa iz;sd iz'u dk mùkj ls rd bdkbz ds,d iw.kk±d gsa OM esa iz'u la[;k ds lar uhps fn;s ;s cqyksa esa ls lgh mùkj oks cqyksa dks dkk fd;k tkuk gs mnkgj.k ds f, ;fn iz'u la[;k ¼ekusa½ X, Y, Z rfkk W ds mùkj,, rfkk gkas, rks lgh fof/k ls dks fd;s ;s cqys,sls fn[krs gsa tks fueuff[kr gs CEE POINT, CP Tower, IPI, oad No., Kota (aj., Ph: - Page #

32 X Y Z W Q. block of metal is heated directl b dissipating power in the internal resistance of block. ecause of temperature rise, the resistance increases eponentiall with time and is given b (t =. e t, where t is in second. The block is connected across a V source and dissipates J heat energ over a certain period of time. This period of time is... sec. (Given : ln(. = X Y Z W Q. /kkrq ds,d CkWd dks] mlds vkurfjd izfrjks/k esa 'kfdr ds {k; }kjk lh/ks ez fd;k tkrk gs rki esa o`f ds dkj.k izfrjks/k] le; ds lkfk pj?kkrkadh :i ls c<+rk gs ftls (t =. e t }kjk fn;k ;k gs] tgk t lsd.m esa gs] CkWd dks V ds L=kksr ds fljksa ij tksm+k tkrk gs rks ;g le; ds fdlh fuf'pr vurjk eas J Å"eh; ÅtkZ O;f;r djrk gs le; dk ;g vurjk gksk... lsd.m (fn;k gs : ln(. = Q. thermonuclear device consists of a toroid of total volume. m containing deuterium gas at mm mercur pressure and at room temperature. bank of capacitors of µf is discharged through the tube at kv. If onl % Q.,d rkiukfhkdh; ;a=k,d ifjukfdk ;qdr gs ftldk dq vk;ru. m gs ftlesa mm ikjs ds nkc rfkk dejs ds rki ij M~;wVsfj;e Sl Hkjh gqbz gs µf /kkfjrk okksa la/kkfj=kksa dk la;kstu] kv okh uh }kjk fujkosf'kr dj fn;k tkrk CEE POINT, CP Tower, IPI, oad No., Kota (aj., Ph: - Page #

33 of the electrical energ is transformed to plasma kinetic energ, then the maimum temperature attained is... K. ssuming that the energ is equall shared between the deutrons and electrons in the plasma. gs ;fn fo qr ÅtkZ dk dso % gh IkLek dh frt ÅtkZ esa :ikarfjr gksrk gs] rc izkir fd;k tkus okk mppre rkieku gksk... K ;g ekusa Iktek ds Hkhrj miflfkr bsdvªkwuksa rfkk M~;wVªkWuksa }kjk ÅtkZ cjkcj :i ls ck Vh tkrh gs Q. string of length l is fied at both ends and is vibrating in second harmonic. The amplitude at antinodes is mm and the amplitude of a particle at l a distance from fied end is a mm then the value of a is mm. Q. In the arrangement shown in figure, power dissipated b the circuit is... watt. Ω Ω Ω Q Ω Ω Q. l EckbZ okh,d jllh nksuksa fljksa ij c gs rfkk ;g f}ùkh; lauknh esa dfeir gks jgh gs izlianksa ij l vk;ke mm gs rfkk c fljs ls nwjh ij flfkr a d.k dk vk;ke gksk mm. mm gs] rc a dk eku Q. uhps n'kkz;s ifjifk }kjk O;f;r 'kfdr... okwv gs Ω Ω Ω Q Ω Ω P Ω V Ω Ω P Ω V Ω Ω CEE POINT, CP Tower, IPI, oad No., Kota (aj., Ph: - Page #

34 Q. With two fingers, ou hold a cone motionless upside down, as shown. The mass of the cone is kg, and coefficient of friction between our fingers and cone is µ =.. What is the minimum normal force (in Newton ou must appl with each finger in order to hold up the cone? Consider onl translational equilibrium. nswer can be written as Newton. Find? (cot θ =. θ Q. vki nks Åaf;ksa dh lgk;rk ls],d frghu 'kadq fp=kkuqlkj idm+s gks 'kadq dk nzo;eku kg gs rfkk 'kadq o vkidh Åaf;k ds e/;?k"kz.k q.kkad µ =. gs 'kadq dks idm+s j[kus ds f, vkidh iz;sd Å h }kjk vkjksfir vko';d vfhkec c (U;wVu esa dk eku D;k gksuk pkfg;s\ dso LFkkukUrj.k lke;kolfkk dks fopkfjr dhft, mùkj U;wVu f[kk tk ldrk gs Kkr dhft;s (cot θ =. θ Q. rectangular plate of mass kg is suspended from points and as shown. If the pin is suddenl removed then the angular acceleration in rad/sec of the plate divided b is equal to (g = m/s Q. kg nzo;eku dh,d vk;rkdkj IsV dks n'kkz;s vuqlkj fcunqvksa o ls Vdk;k ;k gs ;fn fiu dks vpkud gvk f;k tkrk gs] rks IsV dk dks.kh; oj.k (rad/sec eass dks }kjk fohkkftr djus ij izkir eku ff[k, (g = m/s b =.m b =.m l =.m l =.m CEE POINT, CP Tower, IPI, oad No., Kota (aj., Ph: - Page #

35 Q. Find the quantum number n corresponding to ecited state of He + ion if on transition to the ground state that ion emits two photons in succession with wavelength. Å and Å. ( =. / m Q. Hdrogen gas in the atomic state is ecited to an energ level such that the potential energ of H-atom becomes. ev. Now the photo-electric plate having work function φ =. ev is eposed to the emission spectra of this gas. ssuming all the transitions to be possible, find the minimum de-roglie wavelength of ejected photo-electrons (in Å (approimatel. Q. capillar of square cross-section with edge. mm is flippest in water at C. The contact angle of water with capillar maternal is, the surface tension of water is N/m. Find vertical rise of water in capillar in mm if angle of capillar with vertical is. Q. He + vk;u dh mùkstu volfkk ls lecfu/kr DokWUVe la[;k n Kkr dhft;s ;fn ew volfkk esa laøe.k djus ij og vk;u Øekr. Å o Å rjans/;z ds nks QksVksu mlftzr djrk gs ( =. / m Q. ijekf.od volfkk Sl dks,d ÅtkZ Lrj esa bl izdkj mùksftr fd;k tkrk gs fd H-ijek.kq dh flfkfrt ÅtkZ. ev gks tkrh gs vc QksVksbsDVªhd IsV ftldk dk;zqu φ =. ev gs dks bl Sl ds mltzu LiSDVªe ds izfr iznf'kzr (eposed fd;k tkrk gs ;g ekfu;s fd lhkh laøe.k lehko gs] mlftzr QksVksbsDVªkuksa dh U;wure Mh-cksXh rjans/;z (Å esa Kkr dhft;s (Hk Q.,d ds'kuh tks okzdkj vuqizlfk lfgr gs o fdukjk. mm lfgr gs dks,d C t esa Mqcks;k ;k gs ds'kuh inkfkz ds lkfk t dk Li'kZ dks.k gs t dk i`" ruko N/m gs ds'kuh esa t dk m/oz muu;u (mm esa Kkr dhft, ;fn ds'kuh dk m/oz ls dks.k gs CEE POINT, CP Tower, IPI, oad No., Kota (aj., Ph: - Page #

36 Time : : Hrs. MX MKS: SEL Name : oll No. : Date : Instructions to Candidates. lkeku; :. Ñi;k iz;sd iz'u ds f, fn,, funsz'kksa dks lko/kkuhiwozd if<+;s rfkk lecfu/kr fo"k;kas esa mùkj&iqflrdk ij iz'u la[;k ds le{k lgh mùkj fpfugr dhft,. mrj ds f,] OM v ls nh tk jgh gs. ifjoh{kdksa }kjk funsz'k fn;s tkus ls iwoz iz'u&i=k iqflrdk dh lh dks ugha [kkssa. vadu ifr: bl iz'ui=k esa iz;sd fo"k; esa fueu izdkj ds iz'u gsa:- [k.m I. cgqfodyih izdkj ds iz'u ftuesa ls dso,d fodyi lgh gs iz;sd lgh mùkj ds f, vad fn;s tk;sas o iz;sd r mùkj ds f, vad?kvk;k tk,k. cgqfodyih izdkj ds iz'u ftuesa ls,d ;k,d ls vf/kd fodyi lgh gsa iz;sd lgh mùkj ds f, vad fn, tk;sas rfkk dksbz _.kked vadu ugha gs. ka'k ij vk/kkfjr cgqfodyih izdkj ds iz'u ftuesa ls dso,d gh fodyi lgh gsa iz;sd lgh mùkj ds f, vad fn, tk;sas rfkk iz;sd r mùkj ds f, vad?kvk;k tk;sk [k.m III..kuked izdkj ds iz'u gsa iz;sd lgh mùkj ds f, vad fn;s tk;sas rfkk r mùkj ds f, dksbz _.kked vadu ugha gs bl [k.m esa mùkj bdkbz iw.kk±d esa nhft, (tsls ls C. OM dh iwfrz :. OM 'khv ds CkWdksa esa viuk uke] vuqøek d] csp] dkslz rfkk ijh{kk dk dsunz Hkjsa rfkk ksksa dks mi;qdr :i ls dkk djsa. ksks dks dkk djus ds f, dso H isful ;k uhs/dks isu (ts isu iz;ks u djsa dk iz;ks djsa. dì;k ksks dks Hkjrs le; [k.mks dks lko/kkuh Space iwozd for ns[k rough sa [vfkkzr work [k.m I (,d p;uked iz'u] dfku izdkj ds iz'u] cgqp;uked iz'u, [k.m II (LrEHk lqesu izdkj ds iz'u, [k.m-iii (iw.kkzd mùkj izdkj ds iz'u½] Section I Section-II Section-III For eample if onl '' choice is correct then, the correct method for filling the bubbles is C D E For eample if onl ' & C' choices are correct then, the correct method for filling the bublles is C D E the wrong method for filling the bubble are The answer of the questions in wrong or an other manner will be treated as wrong. For eample if Correct match for ( is P; for ( is, S; for (C is Q; for (D is P, Q, S then the correct method for filling the bubbles is P Q S T C D Ensure that all columns are filled. nswers, having blank column will be treated as incorrect. Insert leading zeros (s '' should be filled as '' should be filled as '' should be filled as CEE POINT, CP Tower, oad No., IPI, Kota (aj., Ph: -, Fa ( info@careerpointgroup.com; Website : CEE POINT, CP Tower, IPI, oad No., Kota (aj., Ph: - Page #

PAPER-2 (B.ARCH) of JEE(MAIN) Code-X / 2. (1) 6i (2) 3i (3) 2i (4) 6. = 7, xy = 12 y 2 = 7

PAPER-2 (B.ARCH) of JEE(MAIN) Code-X / 2. (1) 6i (2) 3i (3) 2i (4) 6. = 7, xy = 12 y 2 = 7 PAPER- (B.ARCH) of JEE(MAIN) 0-04-017 Code-X 60. If ( +i) 7 + 4i, then a value of 1 7 576 1 7 576 Ans. (1) Sol. ;fn ( +i) 7 + 4i gs] rks 1 7 576 1 7 576 is : dk,d eku gs % (1) 6i () i () i (4) 6 ( + i)

More information

Regional Mathematical Olympiad -2011

Regional Mathematical Olympiad -2011 RMO-011 EXMINTION REER POINT Regional Mathematical Olmpiad -011 Time : 3 Hours December 04, 011 Instructions : alculators (In an form) and protractors are not allowed. fdlh Hkh rjg ds dsydqsvj ;k dks.kekid

More information

xf.kr MATHEMATICS Ñi;k tk p dj ysa fd bl iz'u&i= esa eqfnzr iz'u 20 gsaa Please make sure that the printed question paper are contains 20 questions.

xf.kr MATHEMATICS Ñi;k tk p dj ysa fd bl iz'u&i= esa eqfnzr iz'u 20 gsaa Please make sure that the printed question paper are contains 20 questions. CLASS : th (Sr. Secondary) Code No. 6 Series : SS-M/08 Roll No. SET : C f.kr MATHEMATICS [ Hindi and English Medium ] ACADEMIC/OPEN (Only for Fresh/Re-appear Candidates) Time allowed : hours ] [ Maimum

More information

xf.kr MATHEMATICS Ñi;k tk p dj ysa fd bl iz'u&i= esa eqfnzr iz'u 20 gsaa Please make sure that the printed question paper are contains 20 questions.

xf.kr MATHEMATICS Ñi;k tk p dj ysa fd bl iz'u&i= esa eqfnzr iz'u 20 gsaa Please make sure that the printed question paper are contains 20 questions. CLASS : th (Sr. Secondary) Code No. 0 Series : SS-M/07 Roll No. SET : A f.kr MATHEMATICS [ Hindi and English Medium ] ACADEMIC/OPEN (Only for Fresh Candidates) (Evening Session) Time allowed : hours ]

More information

2009 (Odd) xzqi&a ds lhkh 20 ç'uksa ds mùkj nsaa ¼izR;sd ds 1 vad gsaa½

2009 (Odd) xzqi&a ds lhkh 20 ç'uksa ds mùkj nsaa ¼izR;sd ds 1 vad gsaa½ 009 (Odd) Time : Hrs. Full Marks : 80 Pass Marks : 6 SemI-G Engg. Math.-I GROUP-A.(A) Write down the most correct answer for the following question from four given alternatives : = Answer all 0 questions

More information

dqy iz uksa dh la[;k % 26 dqy i`"bksa dh la[;k % 11 Total No. of Questions : 26 Total No. of Pages : fo"k; % xf.kr

dqy iz uksa dh la[;k % 26 dqy i`bksa dh la[;k % 11 Total No. of Questions : 26 Total No. of Pages : fok; % xf.kr dqy iz uksa dh la[;k % 6 dqy i`"bksa dh la[;k % Total No. of Questions : 6 Total No. of Pages : fo"k; % xf.kr Subject : MATHEMATICS le; % 03?k.Vs iw.kk±d % 00 Time : 03 Hours Maximum Marks : 00 funsz k%&

More information

Chapter # 32 Electric Current in Conductors [1] Objective - I

Chapter # 32 Electric Current in Conductors [1] Objective - I Chapter # 3 Electric Current in Conductors [1] Objective - I 1. metallic resistor is connected across a battery. If the number of collisions of the free electrons with the lattice is somehow decreased

More information

TARGET IIT JEE CHEMISTRY, MATHEMATICS & PHYSICS. Name : Roll No. : Date :

TARGET IIT JEE CHEMISTRY, MATHEMATICS & PHYSICS. Name : Roll No. : Date : RS -- I - TARGET IIT JEE CHEMISTRY, MATHEMATICS & PHYSICS Time : : Hrs. MAX MARKS: Name : Roll No. : Date : INSTRUCTIONS TO CANDIDATE A. GENERAL :. Please read the instructions given for each question

More information

TEST SERIES FOR IIT-JEE (UNIT TEST) Name : Roll No. : Date :

TEST SERIES FOR IIT-JEE (UNIT TEST) Name : Roll No. : Date : RTS-I-XIII--R-() TEST SERIES FOR IIT-JEE (UNIT TEST) Time : : Hrs. MAX MARKS: Name : Roll No. : Date : Instructions to Candidates A. GENERAL :. Please read the instructions given for each question carefully

More information

MTSE. for. Class 9 th. Time: 90 Mins. Max. Marks: 120

MTSE. for. Class 9 th. Time: 90 Mins. Max. Marks: 120 MTSE CODE - 2002 for Class 9 th Time: 90 Mins. Max. Marks: 120 VERY IMPORTANT : A. The question paper consists of 1 parts (Mathematics & Science). Please fill the OMR answer Sheet accordingly and carefully.

More information

TARGET COURSE FOR IIT-JEE 2011 PHASE- ALL CHEMISTRY, MATHEMATICS & PHYSICS TEST NO. 4 [TR-2(II)] (TAKE HOME) PAPER II

TARGET COURSE FOR IIT-JEE 2011 PHASE- ALL CHEMISTRY, MATHEMATICS & PHYSICS TEST NO. 4 [TR-2(II)] (TAKE HOME) PAPER II TRGET COURSE FOR IIT-JEE PHSE- LL CHEMISTRY, MTHEMTICS & PHYSICS TEST NO. [TR-(II)] (TKE HOME) PPER II Time : : Hrs. MX MRKS: Date : // Name : Roll No. : INSTRUCTIONS TO CNDIDTE. GENERL :. Please read

More information

12 TH + FRESHER COURSE FOR IIT-JEE

12 TH + FRESHER COURSE FOR IIT-JEE TH + FRESHER COURSE FOR IIT-JEE Now JEE (Main & Advanced) (For Class XI to XII moving Students) [Time : 03:00 Hrs.] [Maimum Marks : 70] INSTRUCTIONS TO CANDIDATES. Attempt all questions.. The question

More information

CHEMISTRY. (A), (B), (C) rfkk (D) gsa, ftuesa ls dsoy,d fodyi lgh OMR 'khv esa iz'u dh iz'u la[;k ds le{k viuk mùkj vafdr

CHEMISTRY. (A), (B), (C) rfkk (D) gsa, ftuesa ls dsoy,d fodyi lgh OMR 'khv esa iz'u dh iz'u la[;k ds le{k viuk mùkj vafdr Section I Questions to 8 are multiple choice questions. Each question has four choices (A), (B), (C) and (D), out of which NLY NE is correct. Mark your response in MR sheet against the question number

More information

11 TH + FOUNDATION COURSE FOR IIT-JEE

11 TH + FOUNDATION COURSE FOR IIT-JEE TH + FOUNDTION COUSE FO IIT-JEE Now JEE (Main + dvanced) (For Class X to XI moving Students) [Time : 03:00 Hrs.] [Maximum Marks : 300] INSTUCTIONS TO CNDIDTES. ttempt all questions. 2. The question paper

More information

TARGET COURSE FOR IIT-JEE 2011 PHASE- ALL CHEMISTRY, MATHEMATICS & PHYSICS TEST NO. 8 [TR-4(II)] (TAKE HOME) PAPER II. Name : Roll No.

TARGET COURSE FOR IIT-JEE 2011 PHASE- ALL CHEMISTRY, MATHEMATICS & PHYSICS TEST NO. 8 [TR-4(II)] (TAKE HOME) PAPER II. Name : Roll No. TRGET COURSE FOR IIT-JEE PHSE- LL CHEMISTRY, MTHEMTICS & PHYSICS TEST NO. [TR-(II)] (TKE HOME) PPER II Time : : Hrs. MX MRKS: Date : // Name : Roll No. : INSTRUCTIONS TO CNDIDTE. GENERL :. Please read

More information

TARGET - AIEEE PHYSICS, CHEMISTRY & MATHEMATICS

TARGET - AIEEE PHYSICS, CHEMISTRY & MATHEMATICS RS -11- A -1 TARGET - AIEEE PHYSICS, CHEMISTRY & MATHEMATICS Physics : Laws of conservation, Rigid body dynamics Chemistry : Gaseous state, Chemical energetic, Surface chemistry Mathematics : Tangent normal,

More information

CAREER POINT. Major Test (AIEEE Pattern) (MT-1) Take Home PHYSICS, CHEMISTRY & MATHEMATICS TOPIC. Name : Roll No. :

CAREER POINT. Major Test (AIEEE Pattern) (MT-1) Take Home PHYSICS, CHEMISTRY & MATHEMATICS TOPIC. Name : Roll No. : Physics Chemistry Mathematics CREER POINT PHYSICS, CHEMISTRY & MTHEMTICS TOPIC : Full Syllabus : Full Syllabus : Full Syllabus Major Test (IEEE Pattern) 011 (MT-1) Take Home Duration : 3 Hrs. Ma. Marks

More information

Part A - PHYSICS CAREER POINT CODE-S. AIEEE 2013 (JEE Main) EXAMINATION. gsa fljs A ls L nwjh ij fcunq O ij fo qr fohko gs - 1 / 59

Part A - PHYSICS CAREER POINT CODE-S. AIEEE 2013 (JEE Main) EXAMINATION. gsa fljs A ls L nwjh ij fcunq O ij fo qr fohko gs - 1 / 59 AIEEE 0 (JEE Main) EXAMINATION Part A - PHYSICS Q. vkos'k Q dks yeckbz L dh,d yech NM+ AB ij,d leku :i ls forfjr fd;k x;k gs tslk fd fp=k esa n'kkz;k x;k gsa fljs A ls L nwjh ij fcunq O ij fo qr fohko

More information

SUMMATIVE ASSESSMENT I (2011) Lakdfyr ijh{kk&i. MATHEMATICS / xf.kr Class X / & X. Time allowed : 3 hours Maximum Marks : 80 fu/kkzfjr le; % 3?k.

SUMMATIVE ASSESSMENT I (2011) Lakdfyr ijh{kk&i. MATHEMATICS / xf.kr Class X / & X. Time allowed : 3 hours Maximum Marks : 80 fu/kkzfjr le; % 3?k. SUMMATIVE ASSESSMENT I (011) Lakdfyr ijh{kk&i MATHEMATICS / f.kr Class X / & X 56003 Time allowed : 3 hours Maimum Marks : 80 fu/kkzfjr le; % 3?k.Vs : 80 General Instructions: (i) All questions are compulsory.

More information

CAREER POINT. JEE Main PHYSICS, MATHEMATICS & CHEMISTRY. Name : Roll No. : Date : Instructions to Candidates

CAREER POINT. JEE Main PHYSICS, MATHEMATICS & CHEMISTRY. Name : Roll No. : Date : Instructions to Candidates JEE Main- PHYSICS, MATHEMATICS & CHEMISTRY Duration : Hrs. Ma. Marks : 6 Name : Roll No. : Date : GENERAL: Instructions to Candidates. This paper contains 9 Qs. in all. All questions are compulsory.. There

More information

SUMMATIVE ASSESSMENT I (011) Lakdfyr ijh{kk&i MATHEMATICS / xf.kr Class X / & X 60018 Time allowed : 3 hours Maximum Marks : 80 fu/kkzfjr le; % 3?k.Vs : 80 General Instructions: (i) All questions are compulsory.

More information

MOCK TEST FOR IIT-JEE 2010 MATHEMATICS, PHYSICS, CHEMISTRY MOCK TEST # 2 PAPER - I. Time : 3 : 00 Hrs. MAX MARKS: 246. Name : Roll No.

MOCK TEST FOR IIT-JEE 2010 MATHEMATICS, PHYSICS, CHEMISTRY MOCK TEST # 2 PAPER - I. Time : 3 : 00 Hrs. MAX MARKS: 246. Name : Roll No. MOCK TEST FOR IIT-JEE 010 MATHEMATICS, PHYSICS, CHEMISTRY MOCK TEST # PAPER - I Code-5 Name : Roll No. : INSTRUCTIONS TO CANDIDATE A. GENERAL : Time : 3 : 00 Hrs. MAX MARKS: 46 1. Please read the instructions

More information

Chapter # 38 Electromagnetic Induction [1] Objective - I

Chapter # 38 Electromagnetic Induction [1] Objective - I Chapter # 38 Electromagnetic Induction [] Objective - I. A rod a length l rotates with a small but uniform angular velocity about its perpendicular bisector. Auniform magnetic field eists parallel to the

More information

SUMMATIVE ASSESSMENT I (2011) Lakdfyr ijh{kk&i. MATHEMATICS / xf.kr Class X / & X. Time allowed : 3 hours Maximum Marks : 80 fu/kkzfjr le; % 3?k.

SUMMATIVE ASSESSMENT I (2011) Lakdfyr ijh{kk&i. MATHEMATICS / xf.kr Class X / & X. Time allowed : 3 hours Maximum Marks : 80 fu/kkzfjr le; % 3?k. For more sample papers visit : www.4ono.com SUMMATIVE ASSESSMENT I (20) Lakdfyr ijh{kk&i MATHEMATICS / xf.kr Class X / & X 600 Time allowed : 3 hours Maximum Marks : 80 fu/kkzfjr le; % 3?k.Vs : 80 General

More information

(Summative Assessment- II) Time : 3 Hrs. Maximum Marks : 90 fuèkkzfjr le; % 3?kaVs vfèkdre vad % 90

(Summative Assessment- II) Time : 3 Hrs. Maximum Marks : 90 fuèkkzfjr le; % 3?kaVs vfèkdre vad % 90 Roll No. (vuqøekad) ------------------------------ Code No. (dwv la-) % class (d{kk) : viii mathematics (xf.kr) (Summative Assessment- II) Please check that this question paper contains questions and 7

More information

SUMMATIVE ASSESSMENT I, 2014

SUMMATIVE ASSESSMENT I, 2014 SUMMATIVE ASSESSMENT I (0) SUMMATIVE ASSESSMENT I, 04 MATHEMATICS Lakdfyr ijh{kk CLASS &I - IX MATHEMATICS / f.kr Class IX / & IX 4600 Time allowed: 3 hours Maimum Marks: 90 fu/kkzfjr le; % 3?k.Vs vf/kdre

More information

Lke; % 1?kaVk $ 10 feœ ¼vfrfjä½ iw.kkzad % 50 I. (b)laøed (transitive)

Lke; % 1?kaVk $ 10 feœ ¼vfrfjä½ iw.kkzad % 50 I. (b)laøed (transitive) SET ¼çk#i i=½&1 SECTION ¼[k.M½ &1 OBJECTIVE QUESTIONS ¼oLrqfu"B ç'u ½ Time : [1 Hrs + 10 Min (Etra)] Full Marks : 50 Lke; % 1?kaVk $ 10 feœ ¼vfrfjä½ iw.kkzad % 50 I ç'u &1 ls 50 rd fueu esa ls fn,, pkj

More information

PHYSICS PART II SECTION- I. Straight objective Type

PHYSICS PART II SECTION- I. Straight objective Type PHYSICS PAT II SECTION- I Straight objective Tpe This section contains 9 multiple choice questions numbered to 1. Each question has choices,, (C) and, out of which ONLY ONE is correct.. A parallel plate

More information

Aakash National Talent Hunt Exam 2015 (Junior) (For VIII Studying)

Aakash National Talent Hunt Exam 2015 (Junior) (For VIII Studying) a Sample Paper (VIII Studying) Aakash National Talent Hunt Eam 015 (Junior) Aakash National Talent Hunt Eam 015 (Junior) (For VIII Studying) (The questions given in sample paper are indicative of the level

More information

SUMMATIVE ASSESSMENT I (2011) Lakdfyr ijh{kk&i. MATHEMATICS / xf.kr Class X / Section-A

SUMMATIVE ASSESSMENT I (2011) Lakdfyr ijh{kk&i. MATHEMATICS / xf.kr Class X / Section-A SUMMATIVE ASSESSMENT I (011) Lakdfyr ijh{kk&i 56006 MATHEMATICS / xf.kr &X Class X / Time allowed : 3 hours Maximum Marks : 80 fu/kkzfjr le; % 3?k.Vs : 80 General Instructions: All questions are compulsory.

More information

CAREER POINT. MOCK TEST PAPER for JEE Main (AIEEE) (FOR CLASS XII PASS/APPEARING STUDENTS) PHYSICS, CHEMISTRY & MATHEMATICS

CAREER POINT. MOCK TEST PAPER for JEE Main (AIEEE) (FOR CLASS XII PASS/APPEARING STUDENTS) PHYSICS, CHEMISTRY & MATHEMATICS CAREER PINT MCK TEST PAPER for JEE Main (AIEEE) (FR CLASS XII PASS/APPEARING STUDENTS) PHYSICS, CHEMISTRY & MATHEMATICS Time : Hours Maximum Marks : 60 Physics Chemistry Mathematics : Full Syllabus : Full

More information

chth; O;atd] lozlfedk, vksj xq.ku[kamu

chth; O;atd] lozlfedk, vksj xq.ku[kamu bdkbz 7 chth; O;atd] lozlfedk, vksj q.ku[kamu (A) eq[; vo/kj.kk, vksj ifj.kke (i) chth; O;atd pjksa vksj vpjksa osq q.kuiqy ls in curs gsa] tsls 3y, yz, 5, br;kfna O;atdksa dks cukus osq fy, inksa dks

More information

TEST SERIES FOR AIEEE (UNIT TEST)

TEST SERIES FOR AIEEE (UNIT TEST) RTS-A-XIII--R-3 TEST SERIES FR AIEEE (UNIT TEST) Time : 3 : 00 Hrs. MAX MARKS: 40 Name : Roll No. : Date : Instructions to Candidates GENERAL:. This paper contains 90 Qs. in all. All questions are compulsory..

More information

Mathematics xf.kr (311) Assignment - I ewy;kadu i=k & I (Lessons 1-19) ¼ikB 1 ls 19 rd½ Max. Marks: 20 dqy vad % 20

Mathematics xf.kr (311) Assignment - I ewy;kadu i=k & I (Lessons 1-19) ¼ikB 1 ls 19 rd½ Max. Marks: 20 dqy vad % 20 xf.kr (311) Assignment - I ewy;kadu i=k & I (Lessons 1-19) ¼ikB 1 ls 19 rd½ Max. Marks: 0 dqy vad % 0 Note: (i) All questions are compulsory. The marks alloted for each question are given against each.

More information

MOCK TEST PAPER for JEE Main 2018 (AIEEE)

MOCK TEST PAPER for JEE Main 2018 (AIEEE) CAREER jeemains08.in PINT MCK TEST PAPER for JEE Main 08 (AIEEE) Physics, Chemistry & Mathematics Time : Hours Maximum Marks : 60 IMPRTANT INSTRUCTINS GENERAL:. This paper contains 90 Qs. in all. All questions

More information

JEEMAIN.INFO. MOCK TEST PAPER for JEE Main. Physics, Chemistry & Mathematics. Time : 3 Hours Maximum Marks : 360 IMPORTANT INSTRUCTIONS

JEEMAIN.INFO. MOCK TEST PAPER for JEE Main. Physics, Chemistry & Mathematics. Time : 3 Hours Maximum Marks : 360 IMPORTANT INSTRUCTIONS MCK TEST PAPER for JEE Main - 0 Physics, Chemistry & Mathematics CHECK SLUTIN AT - Time : Hours Maximum Marks : 60 IMPRTANT INSTRUCTINS GENERAL:. This paper contains 90 Qs. in all. All questions are compulsory..

More information

TARGET - AIEEE PHYSICS, CHEMISTRY & MATHEMATICS

TARGET - AIEEE PHYSICS, CHEMISTRY & MATHEMATICS RS -11- A -1 Physics : Thermal expansion, KTG Chemistry : Hydrogen compound, s-block, Metallurgy Mathematics : Monotonocity, Maxima-Minima TARGET - AIEEE PHYSICS, CHEMISTRY & MATHEMATICS Duration : 1 :0

More information

CAREER POINT RAJSTHAN BOARD OF SENIOR SECONDARY EXAMINATION MATHEMATICS. xf.kr

CAREER POINT RAJSTHAN BOARD OF SENIOR SECONDARY EXAMINATION MATHEMATICS. xf.kr CAREER POINT MOCK TEST PAPER RAJSTHAN BOARD OF SENI SECONDARY EXAMINATION ukekad Roll No. No. of Questions No. of Pinted Pages - 8 MATHEMATICS f.k le; : ¼?k.Vsa iw.kkzaad : 8 GENERAL INSTRUCTIONS TO THE

More information

NEET Physics Set QQ. Date of Exam 6 th May, Use Blue/Black Ball Point only for writing particulars on this page/marking responses.

NEET Physics Set QQ. Date of Exam 6 th May, Use Blue/Black Ball Point only for writing particulars on this page/marking responses. NEET - 018 Physics Set QQ Date of Exam 6 th May, 018 Important Instructions: 1. The nswer Sheet is inside this Test ooklet. When you are directed to open the Test ooklet, take out the nswer Sheet and fill

More information

IIT JEE PAPER The question paper consists of 3 parts (Chemistry, Mathematics and Physics). Each part has 4 sections.

IIT JEE PAPER The question paper consists of 3 parts (Chemistry, Mathematics and Physics). Each part has 4 sections. IIT JEE - 2009 PAPER 2 A. Question paper format: 1. The question paper consists of 3 parts (Chemistry, Mathematics and Physics). Each part has 4 sections. 2. Section I contains 4 multiple choice questions.

More information

JEE-(Advanced) 2017 CODE-0

JEE-(Advanced) 2017 CODE-0 CODE : PAPE- PAT I : SECTION-I (Maximum Marks : 18) 1. Consider regular polygons with number of sides n =, 4, 5 as shown in the figure. The center of mass of all the polygons is at height h from the ground.

More information

SUMMATIVE ASSESSMENT I (0) Lakdfyr ijh{kk &I MATHEMATICS / f.kr Class IX / & IX 46007 Time allowed: 3 hours Maimum Marks: 90 fu/kkzfjr le; % 3?k.Vs vf/kdre vad % 90 General Instructions: (i) All questions

More information

le; : 3?k.Vs egùke vad : 222

le; : 3?k.Vs egùke vad : 222 PAPER CODE 0 1 C T 3 1 3 0 8 0 : JEE (Advanced) 01 LEADER & ENTHUSIAST COURSE SCORE-II : TEST # 0 PATTERN : JEE (Advanced) TARGET : JEE 014 Date : 17-04 - 014 le; : 3?k.Vs egùke vad : PAPER 1 Time : 3

More information

TEST SERIES FOR IIT-JEE (UNIT TEST) Name : Roll No. : Date :

TEST SERIES FOR IIT-JEE (UNIT TEST) Name : Roll No. : Date : RTS-I-XIII--R-() TEST SERIES FOR IIT-JEE (UNIT TEST) Time : : Hrs. MAX MARKS: Name : Roll No. : Date : Istructios to Cadidates A. GENERAL :. Please read the istructios give for each questio carefully ad

More information

funsz'k / INSTRUCTIONS

funsz'k / INSTRUCTIONS PAPER CODE 0 1 C T 3 1 3 0 9 LEADER & ENTHUSIAST COURSE TARGET : JEE 014 SCORE-II : JEE :(Advanced) TEST # 01 08 PATTERN : JEE (Advanced) Date : 17-05 - 014 le; : 3?k.Vs egùke vad : 10 Time : 3 Hours Maximum

More information

SAMPLE TEST PAPER GENERAL INSTRUCTIONS IN EXAMINATION HALL. v- lkeku; % 1- bl iz'u&i=k esa 80 iz'u gsaa Ñi;k ijh{kk 'kq: djus ls igys tk p ysaa bl

SAMPLE TEST PAPER GENERAL INSTRUCTIONS IN EXAMINATION HALL. v- lkeku; % 1- bl iz'u&i=k esa 80 iz'u gsaa Ñi;k ijh{kk 'kq: djus ls igys tk p ysaa bl SAMPLE TEST PAPER Student Talent Reward Test STaRT NATIONAL TALENT-O-METER CLASS: XII M STREAM: SCIENCE-MATHS Time¼le;½ : 0 Minutes¼feuV½ Max. Marks¼egÙke vad½ : 300 Please read the instructions carefully.

More information

PAPER ¼isij½- 1. nh xbz vks-vkj-,l- ¼Åijh 'khv½ ds lkfk ijh{kkfkhz dh 'khv ¼uhpyh 'khv½ layxu gsa ijh{kkfkhz dh 'khv ORS ds dkczu&jfgr izfr gsa

PAPER ¼isij½- 1. nh xbz vks-vkj-,l- ¼Åijh 'khv½ ds lkfk ijh{kkfkhz dh 'khv ¼uhpyh 'khv½ layxu gsa ijh{kkfkhz dh 'khv ORS ds dkczu&jfgr izfr gsa JEE (Advanced) 016 017 PAPER ¼isij½- 1-05-016 1-05-017 Time : 3 :00 Hrs. le; : 3?kaVs Max. Marks : 183 vf/kdre vad : 183 General lkeku; % READ THE INSTRUCTIONS CAREFULLY (d`i;k bu funsz'kksa dks /;ku ls

More information

SAMPLE TEST PAPER STREAM : SCIENCE-MATHS CLASS : XI

SAMPLE TEST PAPER STREAM : SCIENCE-MATHS CLASS : XI M SAMPLE TEST PAPER STREAM : SCIENCE-MATHS CLASS : XI Please read the next page of this booklet for the instructions. (Ñi;k funsz'kksa ds fy;s bl iqflrdk ds vxys i`"b dks i

More information

ANNEXURE 'E' SYLLABUS MATHEMATICS SUMMATIVE ASSESSMENT-II ( ) Class-X

ANNEXURE 'E' SYLLABUS MATHEMATICS SUMMATIVE ASSESSMENT-II ( ) Class-X SYLLABUS MATHEMATICS SUMMATIVE ASSESSMENT-II (2013-14) Class-X ANNEXURE 'E' THE QUESTION PAPER WILL INCLUDE VALUE BASED QUESTION(S) TO THE EXTENT OF 3-5 MARKS. Design of Question Paper Mathematics (041)

More information

PAPER CODE 0 0 C T egùke vad : 180. Ïi;k bu funsz'kksa dks /;ku ls i<+sa vkidks 5 feuv fo'ks"k :i ls bl dke ds fy, fn;s x;s gsaa

PAPER CODE 0 0 C T egùke vad : 180. Ïi;k bu funsz'kksa dks /;ku ls i<+sa vkidks 5 feuv fo'ksk :i ls bl dke ds fy, fn;s x;s gsaa Path to Success A. lkeku; / General : ALLEN CAREER INSTITUTE KOTA (RAJASTHAN) 1. ;g iqflrdk vkidk iz'u&i= gsa bldh eqgj rc rd u rksm+s tc rd fujh{kd ds }kjk bldk funzs'k u fn;k tk;sa This booklet is your

More information

CPSAT. Scholarship & Admission Test. (For Class XII Passed Students : PCM) Duration: 1:30 hours Maximum marks: 200 INSTRUCTIONS TO CANDIDATES

CPSAT. Scholarship & Admission Test. (For Class XII Passed Students : PCM) Duration: 1:30 hours Maximum marks: 200 INSTRUCTIONS TO CANDIDATES CPSAT COE-1 Scholarship & Admission Test (For Class XII Passed Students : PCM) uration: 1:30 hours Maimum marks: 00 INSTUCTIONS TO CANIATES CP SAT Test paper consists of total 50 questions. Paper Pattern:

More information

1. ijh{kk iqflrdk ds bl i`"b ij vko';d fooj.k ckwy. 2. mùkj i=k bl ijh{kk iqflrdk ds vunj j[kk gsa tc vkidks

1. ijh{kk iqflrdk ds bl i`b ij vko';d fooj.k ckwy. 2. mùkj i=k bl ijh{kk iqflrdk ds vunj j[kk gsa tc vkidks SAMPLE TEST PAPER (JEE MAIN PATTERN) TARGET: (JEE MAIN+ADVANCED)-06 Code 0 Time¼le;½: Hours ¼k.Vs½ Ma. Marks¼egÙke vad½ : 60 Please read the instructions carefully. You are allotted 5 minutes specifically

More information

1.) The answer to question 1 is A. Bubble in A on your Scantron form.

1.) The answer to question 1 is A. Bubble in A on your Scantron form. Part 1: Multiple Choice. (5 pts each, 145 pts total) Instructions: Bubble in the correct answer on your Scantron form AND circle the answer on your exam. Each question has one correct answer. 1.) The answer

More information

12 th IIT 13 th May Test paper-1 Solution

12 th IIT 13 th May Test paper-1 Solution 1 th IIT 13 th May Test paper-1 Solution Subject-PHYSICS Part : 1 SECTION-A (NEXT TEN QUESTIONS: SINGLE CHOICE ONLY ONE CORRECT ANSWER) Q1 In a capillary tube placed inside the liquid of density ( ) in

More information

jlk;u fokku CHEMISTRY [ Hindi and English Medium ] ACADEMIC/OPEN (Only for Fresh/Re-appear Candidates)

jlk;u fokku CHEMISTRY [ Hindi and English Medium ] ACADEMIC/OPEN (Only for Fresh/Re-appear Candidates) CLASS : 1th (Sr. Secondary) Code No. 369 Series : SS-M/018 Roll No. jlk;u fokku CHEMISTRY [ Hindi and English Medium ] ACADEMIC/OPEN (Only for Fresh/Re-appear Candidates) Time allowed : 3 hours ] [ Maximum

More information

if.mr nhun;ky mik/;k; jkt; izfrhkk [kkst ijh{kk 2018

if.mr nhun;ky mik/;k; jkt; izfrhkk [kkst ijh{kk 2018 if.mr nhun;ky mik/;k; jkt; izfrhkk [kkst ijh{kk 8 PANDIT DEENDAYAL UPADHYATA STATE TALENT SEARCH EXAMINATION 8 Date : 8--8 Time: 9 Mintues Ma. Marks : 9 SAT-(S) CODE : SS STSE/8 FOR STUDENTS OF CLASS XII

More information

izkn'kz iz'u&i= MODEL QUESTION PAPER ¼ mpp xf.kr ½ ( HIGHER - METHEMATICS ) le; % 3?kaVs

izkn'kz iz'u&i= MODEL QUESTION PAPER ¼ mpp xf.kr ½ ( HIGHER - METHEMATICS ) le; % 3?kaVs izkn'kz iz'u&i MODEL QUESTION PAPER ¼ mpp f.kr ( HIGHER - METHEMATICS ) le; %?kavs d{kk & oha iw.kkzad % 00 Time : hours Class - XII th M.M. : 00 funsz'k %& % - lhkh iz'u vfuok;z gsa A - iz'u i esa fn;s

More information

SCIENCE. Time : 3¼ Hours Max. Marks : 80

SCIENCE. Time : 3¼ Hours Max. Marks : 80 SCIENCE Time : 3¼ Hours Max. Marks : 80 GENERAL INSTRUCTIONS TO THE EXAMINEES : 1. Candidate must write his/her Roll No. first on the question paper compulsorily. ijh{kkfkhz dks iz'u i=k ij mldk ukekøekad

More information

mpp xf.kr Set C ( Higher Mathematics) (Hindi & English Version) 3 GB (i) A = 5, B = 7 (ii) A = 5, B = 7 (iii) A = 5, B = 7 (iv) A = 3, B = 5 uuur

mpp xf.kr Set C ( Higher Mathematics) (Hindi & English Version) 3 GB (i) A = 5, B = 7 (ii) A = 5, B = 7 (iii) A = 5, B = 7 (iv) A = 3, B = 5 uuur mpp f.kr Set C ( Higher Mathematics) (Hindi & English Version) le; % 3?k.Vs vf/kdre vad % 00 Time : 3 Hours Maimum Marks: 00 funsz'k& - lhkh iz'u gy djuk vfuok;z gsa - iz'u ls iz'u 5 rd olrqfu"b iz'u gsa

More information

SUMMATIVE ASSESSMENT I (2011) Lakdfyr ijh{kk &I. MATHEMATICS / xf.kr Class IX / & IX

SUMMATIVE ASSESSMENT I (2011) Lakdfyr ijh{kk &I. MATHEMATICS / xf.kr Class IX / & IX SUMMATIVE ASSESSMENT I (0) Lakdfyr ijh{kk &I MATHEMATICS / xf.kr Class IX / & IX 46005 Time allowed: hours Maximum Marks: 90 fu/kkzfjr le; %?k.vs vf/kdre vad % 90 General Instructions: All questions are

More information

10. The dimensional formula for c) 6% d) 7%

10. The dimensional formula for c) 6% d) 7% UNIT. One of the combinations from the fundamental phsical constants is hc G. The unit of this epression is a) kg b) m 3 c) s - d) m. If the error in the measurement of radius is %, then the error in the

More information

Transweb Educational Services Pvt. Ltd Tel:

Transweb Educational Services Pvt. Ltd     Tel: . The equivalent capacitance between and in the circuit given below is : 6F F 5F 5F 4F ns. () () 3.6F ().4F (3) 4.9F (4) 5.4F 6F 5F Simplified circuit 6F F D D E E D E F 5F E F E E 4F F 4F 5F F eq 5F 5

More information

le; : 3?k.Vs egùke vad : 228

le; : 3?k.Vs egùke vad : 228 PAPER CODE A. lkeku; : Ïi;k bu funsz'kksa dks /;ku ls i

More information

JEE MAIN. 2. Each question has four choices (1), (2), (3) and (4) out of which ONLY ONE is correct.

JEE MAIN. 2. Each question has four choices (1), (2), (3) and (4) out of which ONLY ONE is correct. MOCK TEST JEE MAIN Time: Hours. Max. Marks: 60 IMPORTANT INSTRUCTIONS. The question paper consists of '90' objective type questions. There are '0' questions each in Physics, Chemistry and Mathematicsrespectively.

More information

Ñi;k iz'u dk mùkj fy[kuk 'kq: djus ls igys] iz'u dk Øekad vo'; fy[ksaa

Ñi;k iz'u dk mùkj fy[kuk 'kq: djus ls igys] iz'u dk Øekad vo'; fy[ksaa CLASS : 10th (Secondary) Code No. 3525 Series : Sec. M/2018 Roll No. AUTOMOBILE National Skills Qualification Framework (NSQF) Level 2 [ Hindi and English Medium ] (Only for Fresh/Re-appear Candidates)

More information

SUMMATIVE ASSESSMENT I (011) Lakdfyr ijh{kk&i MATHEMATICS / xf.kr Class X / & X 560033 Time allowed : 3 hours Maximum Marks : 80 fu/kkzfjr le; % 3?k.Vs : 80 General Instructions: (i) All questions are

More information

SUMMATIVE ASSESSMENT I (2011) Lakdfyr ijh{kk &I. MATHEMATICS / xf.kr Class IX / & IX

SUMMATIVE ASSESSMENT I (2011) Lakdfyr ijh{kk &I. MATHEMATICS / xf.kr Class IX / & IX SUMMATIVE ASSESSMENT I (011) Lakdfyr ijh{kk &I MATHEMATICS / xf.kr Class IX / & IX 46003 Time allowed: 3 hours Maximum Marks: 90 fu/kkzfjr le; % 3?k.Vs vf/kdre vad % 90 General Instructions: (i) All questions

More information

class (d{kk) % VIII mathematics (xf.kr) (Summative Assessment - II) (ladyukred ewy;kadu & II) Time : 3 Hrs. Maximum Marks : 90

class (d{kk) % VIII mathematics (xf.kr) (Summative Assessment - II) (ladyukred ewy;kadu & II) Time : 3 Hrs. Maximum Marks : 90 Roll No. (vuqøekad) ------------------------------ class (d{kk) % VIII mathematics (xf.kr) (Summative Assessment - II) (ladyukred ewy;kadu & II) Code (dwv la-) % 805-SA (M) Please check that this question

More information

izkn'kz&iz'u i= d{kk & ckjgoha fo"k; & xf.kr

izkn'kz&iz'u i= d{kk & ckjgoha fok; & xf.kr izkn'kz&iz'u i 0 04 [MODEL QUESTION PAPER] Set-D d{kk & ckjgoh Clss - Th fo"k; & f.kr Sub - Mthemtics le; &?kuvs iw.kkzd & 00 funsz'k& - lhkh iz'u g djuk vfuok;z gsa - iz'u&i es nks [k.m gs ^v*,o ^c* -

More information

FIITJEE PET III (EXTENDED)

FIITJEE PET III (EXTENDED) FIITJEE PET III (EXTENDED) MAINS DATE: 9.07.017 Time: 3 hours Maximum Marks: 360 INSTRUCTIONS: Instructions to the Candidates 1. This Test Booklet consists of 90 questions. Use Blue/Black ball Point Pen

More information

JEE MAINS SAMPLE PAPER PHYSICS SOLUTIONS AND ANSWR KEY

JEE MAINS SAMPLE PAPER PHYSICS SOLUTIONS AND ANSWR KEY JEE MAINS SAMPLE PAPER PHYSICS SOLUTIONS AND ANSWR KEY 1. a 2. b 3. a 4. b 5. a 6. a 7. a 8. c 9. c 10. b 11. a 12. a 13. a 14. b 15. b 16. a 17. a 18. c 19. a 20. d 21. a 22. a 23. b 24. c 25. a 26. c

More information

Q.1,d vkos'k Qcsyu ds [kqys i`"b ds dsunz ij fp=kuqlkj. Q.2 tc lsy dks cká çfrjks/k R ls tksm+rs gs rks bldh

Q.1,d vkos'k Qcsyu ds [kqys i`b ds dsunz ij fp=kuqlkj. Q.2 tc lsy dks cká çfrjks/k R ls tksm+rs gs rks bldh PHYSICS Q. A charge Q placed at the centre of open face of a cylinder as shown in figure. A second charge q is placed at one of the positions A, B, C and D, out of which positions A and D are lying on

More information

Chapter # 29 Electric Field & Potential [1] OBJECTIVE I

Chapter # 29 Electric Field & Potential [1] OBJECTIVE I hapte # 29 lectic Field & Potential [1] OJTI I 1. Fig. shown some of the electonic field lines coesponding to an electic to an electic field. The figue suggests that - fuu iznf'kz fp=k esa,d fo {ks=k ls

More information

ANSWERS CIRCLE CORRECT SECTION

ANSWERS CIRCLE CORRECT SECTION CHEMISTRY 162 - EXAM I June 08, 2009 Name: SIGN: RU ID Number Choose the one best answer for each question and write the letter preceding it in the appropriate space on this answer sheet. Only the answer

More information

SUMMATIVE ASSESSMENT I (2011) Lakdfyr ijh{kk &I. MATHEMATICS / xf.kr Class IX / & IX

SUMMATIVE ASSESSMENT I (2011) Lakdfyr ijh{kk &I. MATHEMATICS / xf.kr Class IX / & IX SUMMATIVE ASSESSMENT I (2011) Lakdfyr ijh{kk &I MATHEMATICS / xf.kr Class IX / & IX 460021 Time allowed: 3 hours Maximum Marks: 90 fu/kkzfjr le; % 3?k.Vs vf/kdre vad % 90 General Instructions: (i) All

More information

PAPER CODE 0 0 C T isij 1

PAPER CODE 0 0 C T isij 1 Path to Success a le; : 3?k.Vs egùke vad : 8 Time : 3 Hours PAPER 1 Maximum Marks : 8 Ïi;k bu funsz'kksa dks /;ku ls i

More information

ikb~;øe jlk;u 'kkl=&xi ikb~;øekuqlkj bdkbzokj iz'u csad

ikb~;øe jlk;u 'kkl=&xi ikb~;øekuqlkj bdkbzokj iz'u csad ikb~;øe jlk;u 'kkl=&xi ikb~;øekuqlkj bdkbzokj iz'u csad Question Bank based on Units bdkbz bdkbz dk uke vkoafvr vad 1 jlk;u 'kkl= dk bfrgkl,oa ewy vo/kkj.kk, 04 2 ijek.kq lajpuk 05 3 rroksa dk oxhzdj.k,oa

More information

ekwd VsLV] 2016 lsv&ii HkkSfrdh fokku All questions are Compulsory lhkh iz u vfuok;z gsa Total No. of questions 20 GENERAL INSTRUCTIONS :

ekwd VsLV] 2016 lsv&ii HkkSfrdh fokku All questions are Compulsory lhkh iz u vfuok;z gsa Total No. of questions 20 GENERAL INSTRUCTIONS : ekwd VsLV] 216 lsv&ii HkkSfrdh fokku Okkf"kZd bavjehfm,v ijh{kk&217 Time Allowed : 3 Hours Max. Marks -7 Pass Marks 23 All questions are Compulsory lhkh iz u vfuok;z gsa Total No. of questions 2 GENERAL

More information

egùke vad : 228 PAPER 1 Time : 3 Hours Maximum Marks : 228

egùke vad : 228 PAPER 1 Time : 3 Hours Maximum Marks : 228 PAPER CODE 0 1 C T 1 1 3 0 5 3 NURTURE COURSE : TARGET - JEE (Main + Advanced) 2015 MAJOR TEST # 03 Date : 16-02 - 2014 Pattern : JEE (Advanced) le; : 3?k.Vs egùke vad : 228 Time : 3 Hours Maximum Marks

More information

Chem 210 Jasperse Final Exam- Version 1 Note: See the very last page to see the formulas that will be provided with the final exam.

Chem 210 Jasperse Final Exam- Version 1 Note: See the very last page to see the formulas that will be provided with the final exam. Chem 210 Jasperse Final Exam- Version 1 Note: See the very last page to see the formulas that will be provided with the final exam. 1 1. Which of the following liquids would have the highest vapor pressure,

More information

buvjus kuy lsyl bumhdsvj dk irk djus ds ckn gesa fdl pht dk irk djuk im+rk gsa\ Qs;j ysrs odr fdu&fdu ckrksa dks /;ku esa j[kuk t:jh gsa\

buvjus kuy lsyl bumhdsvj dk irk djus ds ckn gesa fdl pht dk irk djuk im+rk gsa\ Qs;j ysrs odr fdu&fdu ckrksa dks /;ku esa j[kuk t:jh gsa\ FARE SELECTION CRITERIA FARE SELECTION CRITERIA AFTER IDENTIFYING THE INTERNATIONAL SALE INDICATOR, WHAT IS THE NEXT THING WHICH WE HAVE TO IDENTIFY? buvjus kuy lsyl bumhdsvj dk irk djus ds ckn gesa fdl

More information

MENTORS EDUSERV SCHOLASTIC APTITUDE TEST (ME-SAT) SAMPLE TEST PAPER

MENTORS EDUSERV SCHOLASTIC APTITUDE TEST (ME-SAT) SAMPLE TEST PAPER MENTORS EDUSERV SCHOLASTIC APTITUDE TEST (ME-SAT) SAMPLE TEST PAPER [For Students presently in Class 11 going to Class 1 in 019] (Stream: Engineering) Time : hours Maximum Marks: 19 DO NOT BREAK THE SEALS

More information

Resonance Eduventures Ltd.

Resonance Eduventures Ltd. P0-18 Academic Session: 018-19 SET - MAIN MAJOR TEST-1 (MMT-1) (JEE MAIN PATTERN) Target : JEE (Main+Advanced) 019 Date: 7-1-018 Duration : Hours Max. Marks: 60 COURSE : VIJETA(JP),VISHWAAS(JF),ANOOP(EP),AKHIL(EF)

More information

Resonance Eduventures Ltd.

Resonance Eduventures Ltd. P0-8 Academic Session: 08-9 SET - ALL INDIA OPEN TEST- (AIOT-) (JEE MAIN PATTERN) Target : JEE (Main+Advanced) 09 Date: 3--08 Duration: 3 Hours Max. Marks: 360 COURSE CODE : JP, JF, JR, EP, EF, ER DO NOT

More information

PAPER CODE 0 0 C T isij 2

PAPER CODE 0 0 C T isij 2 Path to Success ALLEN CAREER INSTITUTE KOTA (RAJASTHAN) T M ENTHUSIAST & LEADER COURSE TEST TYPE : MAJOR TARGET : JEE (Advanced) 205 PAPER CODE 0 0 C T 2 4 0 0 6 CLASSROOM CONTACT PROGRAMME (ACADEMIC SESSION

More information

Mechanics Departmental Exam Last updated November 2013

Mechanics Departmental Exam Last updated November 2013 Mechanics Departmental Eam Last updated November 213 1. Two satellites are moving about each other in circular orbits under the influence of their mutual gravitational attractions. The satellites have

More information

FIRST PUBLIC EXAMINATION. Trinity Term Preliminary Examination in Chemistry SUBJECT 3: PHYSICAL CHEMISTRY. Time allowed: 2 ½ hours

FIRST PUBLIC EXAMINATION. Trinity Term Preliminary Examination in Chemistry SUBJECT 3: PHYSICAL CHEMISTRY. Time allowed: 2 ½ hours FIRST PUBLIC EXAMINATION Trinity Term 004 Preliminary Examination in Chemistry SUBJECT 3: PHYSICAL CHEMISTRY Wednesday, June 9 th 004, 9.30 a.m. to 1 noon Time allowed: ½ hours Candidates should answer

More information

SUMMATIVE ASSESSMENT I (0) Lakdfyr ijh{kk &I MATHEMATICS / xf.kr Class IX / & IX 46000 Time allowed: 3 hours Maximum Marks: 90 fu/kkzfjr le; % 3?k.Vs vf/kdre vad % 90 General Instructions: (i) All questions

More information

IIT-JEE 2012 PAPER - 1 PART - I : PHYSICS. Section I : Single Correct Answer Type

IIT-JEE 2012 PAPER - 1 PART - I : PHYSICS. Section I : Single Correct Answer Type IIT-JEE PAPER - PART - I : PHYSICS Section I : Single Correct Answer Type This section contains multiple choice questions. Each question has four choices (A), (B), (C) and (D) out of which ONLY ONE is

More information

learncbse.in learncbse.in MATHEMATICS / xf.kr Class IX / & IX Section-A

learncbse.in learncbse.in MATHEMATICS / xf.kr Class IX / & IX Section-A MATHEMATICS / xf.kr Class IX / & IX Time allowed: 3 hours Maximum Marks: 90 fu/kkzfjr le; % 3?k.Vs vf/kdre vad % 90 General Instructions: (i) All questions are compulsory. (ii) The question paper consists

More information

1. Read all questions thoroughly and answer each question completely. ALL WORK MUST BE SHOWN IN ORDER TO RECEIVE ANY CREDIT.

1. Read all questions thoroughly and answer each question completely. ALL WORK MUST BE SHOWN IN ORDER TO RECEIVE ANY CREDIT. INSTRUCTIONS: 1. Read all questions thoroughly and answer each question completely. ALL WORK MUST BE SHOWN IN ORDER TO RECEIVE ANY CREDIT. 2. You will be allowed to use only the given sheet of thermodynamic

More information

SECTION-A [SAT] Q.1 fueu esa ls dksulh HkkSfrd jkf'k;k leku foek j[krh

SECTION-A [SAT] Q.1 fueu esa ls dksulh HkkSfrd jkf'k;k leku foek j[krh SECTION-A [SAT] PHYSICS Single correct type (Q. to 5) Q. Which of the following physical quantities have same dimensions - () Gravitational constant and coefficient of friction () Electromotive force and

More information

Chemistry 122 Wrap-Up Review Kundell

Chemistry 122 Wrap-Up Review Kundell Chapter 11 Chemistry 122 Wrap-Up Review Kundell 1. The enthalpy (heat) of vaporization for ethanol (C 2 H 5 OH) is 43.3 kj/mol. How much heat, in kilojoules, is required to vaporize 115 g of ethanol at

More information

PART A - PHYSICS 1. In series LCR circuit voltage drop across resistance is 8 volt and across capacitor is 1 volt. Then : Voltage of the source will b

PART A - PHYSICS 1. In series LCR circuit voltage drop across resistance is 8 volt and across capacitor is 1 volt. Then : Voltage of the source will b XII - LAKSHYA UNIT TEST (LUT) Test No. 581 Physics : AC complete, Ray Optics upto Spherical mirrors Chemistry : Chemical Kinetics,P block (16) Mathematics : Vetors, D Geometry Question Booklet Serial No.

More information

2nd Semester Exam Review. C. K eq = [N 2][H 2 ]

2nd Semester Exam Review. C. K eq = [N 2][H 2 ] Name: ate: 1. Which pair of formulas represents the empirical formula and the molecular formula of a compound?. H 2 O, 4 H 6 O 4. HO, 6 H 12 O 6 8. Given the reaction at equilibrium: N 2 (g) + 3H 2 (g)

More information

laca/,oa iqyu (Relations and Functions) Mathematics is the indispensable instrument of all physical research. BERTHELOT

laca/,oa iqyu (Relations and Functions) Mathematics is the indispensable instrument of all physical research. BERTHELOT laca/,oa iqyu (Relations and Functions) vè;k; 2 2.1 Hkwfedk (Introduction) Mathematics is the indispensable instrument of all physical research. BERTHELOT xf.kr dk vf/dka'k Hkkx isvuz vfkkzr~ ifjorzu'khy

More information

CLASSROOM CONTACT PROGRAMME

CLASSROOM CONTACT PROGRAMME Path to Success ALLEN CAREER INSTITUTE KOTA (RAJASTAN) T M PAPER CODE FORM NUMBER (ACADEMIC SESSION 04-05) 0CE408 CLASSROOM CONTACT PROGRAMME JEE (Main) : ENTUSIAST COURSE SCORE I DATE : 3 - - 04 TEST

More information

Figure 1 Answer: = m

Figure 1 Answer: = m Q1. Figure 1 shows a solid cylindrical steel rod of length =.0 m and diameter D =.0 cm. What will be increase in its length when m = 80 kg block is attached to its bottom end? (Young's modulus of steel

More information

TARGET - AIEEE PHYSICS, CHEMISTRY & MATHEMATICS

TARGET - AIEEE PHYSICS, CHEMISTRY & MATHEMATICS RS -- A - TARGET - AIEEE PHYSICS, CHEMISTRY & MATHEMATICS Physics : Trasistor, Logicgate semicoductor, Commuicatio system Chemistry : Carboylic acid, Acid derivative, Bezee, Toulee Mathematics : Matrices,

More information