SBI ASSOCIATE JUNIOR ASST - 2 [PH-I] (SOLUTION)

Size: px
Start display at page:

Download "SBI ASSOCIATE JUNIOR ASST - 2 [PH-I] (SOLUTION)"

Transcription

1 SBI ASSOCIATE JUNIOR ASST - 2 [PH-I] (SOLUTION) MATHS 3. (2) (2 9) + (3 8) = (5 4) +? = 20 + x 332 = 20 + x x = (3) 5% of 524 2% of 985 +? = 20% of x x = x = x = x = (3) ? 2 2 (39) (5) x = x 54 = x 34. () (7) 8.9 (343).7 (49) 4.8 = 7? (7) 8.9 (7 3 ).7 (7 2 ) 4.8 = 7 x (7) 8.9 (7) 5. (7) 9.6 = 7 x (7) (7) x (7) 7 (7) 8.9 (7) 5. (7) 9.6 = 7 x (7) 3.4 = (7) x x = () 52 8 = (228 9) 2 =? = x = x x = (2) =? = x = x x = (4) =? = x = x = x x = () ( ) 3) =? x 4300 x = x = (5) = 099 +? 40. (5) 4. (3) = x 596 = x x = of 2 7 of 8 3 of 4095 =? = x x = 624 Hence, the wrong number is 38. Right number = = = (3) 43. (5) Hence, the wrong number is 56. Right number = 32 + (5) 2 = = 57 Hence, the wrong number is 78. Right number = = 78

2 44. (4) 49. (2) Let sum = P, then for 20 yr, SI = (3P P) = 2P 45. (2) So, the wrong number is 32. Right number = = = 30 So, the wrong number is Right number = = () According to the question, Average age of man and his twin sons = 30 Total age = 30 3 = 90 yr According to the question, Ratio of father and one son = 5 : 2 Ratio of father and both the sons = 5 : 2 : 2 (As sons are born on the same day) 5x + 2x + 2x = 90 or 9x = 90 x = 0 Age of father = 5 0 = 50 yr 47. (4) Let usual speed and usual time taken by the jogger are x and t, respectively. Let his new speed x. Then xt = x' 3 4 t x = 3 4 x' x = 4 3 x Thus, he has to increase his speed by 4 x x 3 00% i.e. 33 % x (4) Let quantitites of two types of tea costing ` 8 per kg and ` 20 per kg be 5x kg and 3x kg respectively. Then, CP of tea SP of tea Profit per cent = 68 x 50 x 00% 50x = 8 00% = 2% 50 = 8 5x x = 90x + 60x = 50x = 2 8x = 68x 2P = P R = R 5 R = 0% Again, for another time (T), SI = (2P P) = P P = P 0 T 00 T = 0 yrs Fast track methed:- Here, n = 3, m = 2, T = 20 yr T 2 = m n T = 2 20 = 0 yr (3) Given, P = 85220, R = 5% (increases) and n = 3 yr Acording to the formula, P Population n yr ago = 2 R + 00 (by Technique 5) = = = 222 = = (4) 4 leaps of cat = 3 leaps of dog leap of cat = 3 leap of dog 4 Cat takes 5 leaps feor every 4 leaps of dog Required ratio = (5 Cat's leap) : (4 Dog's leap) 3 = 5 dog's leap 4 : (4 Dog's leap) = 5 : 6 Direct Approach 2

3 52. (3) Let the container initally contains 55. (2) Let the certain distance be d and 6L of liquid. time t. Let a L of liquid be compressing water. Now, by given condition, Quantity of water in the new mixture d (t +5) = (t + 5) min = 6a = 6 + a 6 L 3 60 h 20d = t + 5 Quantity of milk in the new mixture t = 20d 5 0a = 0 6 L According to the question, 6 6a 6 + a = 0 0a a + 6a = 60 0a a = 60 0a 20a = 64 a = = 6 5 Part of mixture replaced = 6 = (2) Let age of Purvi = x yr Then, age of Anil =.5x yr According to the question,.5x 8 25 x x + 44 = 25x x = 56 2 = (4) Given, M = 20, M 2 = 20 x D = 64, D 2 = 60 W = 2 3 and W 2 = 3 According to the formula, MD M2D2 W W (20 x) (20 x ) 260 (20 x) = 64 x = = 56 Now, 56 men can discharged to finish the work in time. and d = (t 5) min 4 = (t 5) 60 h 5d = t 5 t = 5d + 5 From Eqs (i) and (ii), we get 20d 5 = 5d + 5 5d = 30 d = 6 km 56. (3) Relative speed of train = Speed of train + Speed of car 90 = Speed of train + 5 Speed of train = 90 5 = 75 km/hr 57. () Given, Summer's speed in still water = x = 9 km/h Rate of stream = y = 6 km/h Speed of downstream = x + y = = 5 km/h 58. (3) There is a 7 digit telephone number but exreme right and extreme left positions are fixed. i.e. 6 5 i.e. Required number of ways = = (2) Required probability Given, n = 5 and r = 3 Then, success P = 3 4 Failure, q = 3 4 = 4 Man hit the target thrice = 5 C C C = = =

4 60. (c) The bells will toll together after 65. (2) One knows that for every % the time in seconds equal to the LCM angle substended is 3.6 degrees of 9, 6, 4, 0 and 8. in a pie-chart. Thus, the LCM of 9, 6, 5, 0 and 8 is proportion of the Urban Roads LCM = = 360 In one hour, the rings will toll together 3600 times = 0 times () Total length of roads in 2006 from the bar garp is 3000,000 kms. From the pie chart the proportion of length of highways in 2006 is 86%. Hence the length of highways in 2006 =3000,00 86%= 2580,000 kms 62. (2) From the pie-chart, it can be seen that the highways constitute 86% and urban roads constitute 7% of the total road lengths. Hence, the ratio of Highways to Urban Roads is : 63. (3) Assessment value of Highways in 2006 = , lakh = ` lakh Assessment value of Urban Roads in 2006 =0.07 3,000,000 lakh = ` lakh Assessment value of Project Roads in 2006 = ,000, lakh = ` lakh Total value = = ` lakh 64. () In the year 2003, the total length was 25,00,000 kms and the highways formed 80% of the same, which is equal to 20,00,000 kms. The highways were 25,80,000 kms in the year Hence, the increase in the length of highways was (25,80,000 20,00,000) = 5,80,000 kms. Thus, the increase in percentage terms = 5,80,000 20,00, = 29% 72 from the year would be 3.6 = 20%. In the year 2002, the total road length as can be seen from the bar chart = 24,00,000 kms. Thus 20% of 24,00,000 = 480,000 kms. REASONING (66-70): 66. () Find the corresponding letters from the right. 67. (5) The first letter follows +, +2, +3, +4,... The second follows +2, +3, +4, +5, (2) Move two letters backward in the alphabetical series for each corresponding letter. 69. (5) 70. (3) Hence P is either son or daughter of Q. (7-74): ze lo ka gi = must save some money... (i) fe ka so ni = he made good money... (ii) ni lo da so = he must be good... (iii) we so ze da = be good save grace... (iv) From (i) and (iii), lo = must... (v) From (i) and (iv), ze = save... (vi) From (ii), (iii) and (iv), so = good... (vii) From (i) and (ii), ka = money... (viii) 4

5 From (i), (v), (vi) and (viii), gi = some 82. (5) None of the teachers have the same... (ix) compulsory and optional subjects. From (ii), (iii) and (vii), ni = he... (x) 83. (3) E and F have Physics and From (ii), (vii), (viii) and (x), fe = made Mathematics as the compulsory... (xi) and optional subjects. From (iii), (v), (vii) and (x), da = be From (iv), (vi), (vii) and (vii), we = grace 84. (4) A, B and C have History as compulsory... (xiii) subject, from the above table. 7. (3) 72. (5) 73. () 74 (4) (85-90): (75-79): 85. (5) All squares are rings + All rings are 75. (5) R < P < U < K U < L triangles = A + A = A = All squares I. K > R is true. are triangles conversion Some II. L > R is true. triangles are squares. Hence 76. (3) H = I < R < M Hence M > I conclusion II ('At least some I. M = I triangles are squares', i.e. ('Some II. M > I triangles are squares') follows. Either I or II is true. Again, No rectangle is a triangles 77. (2) D > H > N H > I < S + Some triangles are rings I. N < S is not true. (converse of 'All rings are triangles') II. I < D is true. = E + I = O* = Some rings are not 78. (2) W < Y < P < O < I I. Y < I is false. rectangle. Now, draw the all II. O > W is true. possible venn diagrams for the 79. (5) A > B > C > F above conclusion as given below: E > D > C > Z I. A > Z is true. II. F < E is true. (80-84): On the basis of the given information we have the following (Some rings are rectangles.) table: We don't need to draw other 80. () From the table C's compulsory subject is History. 8. (4) The female member is the person who teaches English i.e. D. possibilities. Therefore, the possibility, i.e. conclusion I follows. 86.(4) No flat is an appartment + Some apartments are bunglaows (conversion of 'Some bunglaows are apartments) = E + I = O* = Some bungalows are not flats. Therefore neither conclusion I nor conclusion II follows. 5

6 87. () Some solids are liquids + All 88. () All XYZ are alphabets (A) liquids are water = I + A = I = conversion Some alphabets are XYZ (I) + No XYZ is a day (E) = Some solids are water. Now, draw I + E = O = Some alphabets are all possible venn diagrams for the not days. Therefore conclusion I above conclusions as given below: does not follow. Again, All ABC Possibility I: are XYZ + All XYZ are alphabets = A + A = A = All ABC are alphabets conversion Some alphabets are ABC (I). Therefore, conclusion II follows. 89. () From the statement 'Some [Some water is solids.] teachers are professors' there are Possibility II: possibility that 'All teachers are professors' and 'All professors are teachers'. Similarly from the statement 'Some lecturers are [All gases are water.] teachers' there is a possibility Possibility III: that 'All teachers are lecturers'. Again, All professors are teachers + All teachers are lecturers = A + A = A = All professors are lecturers is a possibility. But [All water is gas.] conclusion II does not follow. It is clear from the above that 90. (2) From the above conclusion I does conclusion I, i.e. 'All solids being not follow. Again, from the above, water is a possibility' follows. we have the following possibility: Again, from the given premise, 'All lecturers are teachers' and 'All teachers are professors'. Now, All 'some solids are liquid', we can lecturers are teachers + All have the possibility of being 'All teachers are professors = A + A = solids are liquids'. Therefore, All A = 'All lecturers are professors. such solids which are not water Therefore conclusion II, i.e. 'All can be liquids. Hence, Conclusion lecturers being professor is a II does not follow. possibility' follows. 6

7 (9-95): 97. (5) I is implicit in the very giving of the advice. II is implicit in the condition attached. 98. () I is implicit: when you urge someone to do something, you assume a positive response. For some reason, II is not implicit. 99. (2) If I were implicit, such decision 9. (5) Between P and R is S. 92. (4) T is at the third place, from the would not be taken. II is implicit above. in the purpose of fund-rasing that 93. () P is certainly greater than R. has been mentioned in the 94. (4) U is the tallest, hence he plays statement. basketball. 00. (4)When a warning is given, it is 95. (4) We have not information about S, assumed that it will be heeded hence he can play either cricket to. Hence I is implicit. II is not or badminton. believed to the motive behind a (96-00): warning (even though the police 96. (2) The driver does not have control often create such an impression on what the auto driver will do. Hence I is not implicit. But II is among the people that they are implicit as one assumes the seen as extorionists; well! Let that outcome while taking an action. be on a lighter note.) 7

8 SBI ASSOCIATE JUNIOR ASST - 2 (PH-I] [ANSWER KEY]. (5) 2. (3) 3. (4) 4. (5) 5. (3) 6. (2) 7. () 8. (5) 9. () 0. (2). (3) 2. (2) 3. (4) 4. () 5. (5) 6. () 7. (5) 8. () 9. (2) 20. (4) 2. () 22. (5) 23. (4) 24. (3) 25. (2) 26. () 27. (5) 28. (2) 29. (5) 30. (3) 3. (2) 32. (3) 33. (3) 34. () 35. () 36. (2) 37. (4) 38. () 39. (5) 40. (5) 4. (3) 42. () 43. (5) 44. (4) 45. (2) 46. (2) 47. (4) 48. (4) 49. (2) 50. (3) 5. (3) 52. (4) 53. (2) 54. (4) 55. (2) 56. (3) 57. () 58. (3) 59. (2) 60. (3) 6. () 62. (2) 63. (3) 64. () 65. (2) 66. () 67. (5) 68. (2) 69. (5) 70. (3) 7. (3) 72. (5) 73. () 74. (4) 75. (5) 76. (3) 77. (2) 78. (2) 79. (5) 80. () 8. (4) 82. (5) 83. (3) 84. (4) 85. (5) 86. (4) 87. () 88. () 89. () 90. (2) 9. (5) 92. (4) 93. () 94. (4) 95. (4) 96. (2) 97. (5) 98. () 99. (2) 00. (4) Note:-. For any question paper related queries call/whatsap/message on For any issue related to RESULT Processing, kindly contact us on If your opinion differs regarding any answer, please message the mock test and question number to

IBPS P O (PH-I) 2016 MOCK TEST PAPER (SOLUTION)

IBPS P O (PH-I) 2016 MOCK TEST PAPER (SOLUTION) (1-5): 1. (2) 2. (4) 3. (3) 4. (1) 5. (5) (6-10): IBPS P O (PH-I) 2016 MOCK TEST PAPER - 1 72 (SOLUTION) Person P Q R S/U S/U T REASONING City Ranchi Kolkata Delhi Mumbai Pune Jaipur Mode Train Train Car

More information

SBI ASSOCIATE JUNIOR ASST - 3 [PH-I] (SOLUTION)

SBI ASSOCIATE JUNIOR ASST - 3 [PH-I] (SOLUTION) SBI ASSOCIATE JUNIOR ASST - 3 [PH-I] (SOLUTION) MATHS (31-35): 31. (3) 27% of 50?% of 375 = 76.5 50 27 100 375 x 100 x 375 100 x = 5100 375 = 76.5 = 121.5 76.5 = 5 = 12 32. (1) 625.97 7.5 + 299.87 =? 632.6

More information

SBI ASSOCIATES (Clerk) MOCK TEST (SOLUTION)

SBI ASSOCIATES (Clerk) MOCK TEST (SOLUTION) SBI ASSOCIATES (Clerk) MOCK TEST - 157 (SOLUTION) REASONING 1. (5) Except it others can be written in the form exactly. 1 = 5 3 + 2 + 3 1 ; 109 = 10 3 + 9 2 + 1 ; 25 = 6 3 + 5 2 + 1 ; 567 = 3 + 7 2 + 6

More information

SBI ASSOCIATES (Clerk) MOCK TEST (SOLUTION)

SBI ASSOCIATES (Clerk) MOCK TEST (SOLUTION) Centres at: MUKHERJEE NAGAR MUNIRKA UTTAM NAGAR DILSHAD GARDEN ROHINI BADARPUR JAIPUR GURGAON NOIDA MEERUT VARANASI ROHTAK PANIPAT SONEPAT BAHADURGARH PATNA AGRA CHANDIGARH LUCKNOW ALLAHABAD SBI ASSOCIATES

More information

SBI PO (Pre) (PH-I) 2016 MOCK TEST PAPER (SOLUTION) 36. (1) 38. (2) 39. (5) 40. (3)

SBI PO (Pre) (PH-I) 2016 MOCK TEST PAPER (SOLUTION) 36. (1) 38. (2) 39. (5) 40. (3) SBI PO (Pre) (PH-I) 016 MOCK TEST PAPER - 135 (SOLUTION) ENGLISH 16. () Use 'surprised' in place of 'surprising' 17. (4) Use 'he did not know' in place of 'he knew not'. 18. (3) Use 'them to be quick'

More information

IBPS P O ( PH-I) 2016 MOCK TEST PAPER ( SOLUTION)

IBPS P O ( PH-I) 2016 MOCK TEST PAPER ( SOLUTION) GHAZIABA NOIA MEEUT VAANASI OHTAK PANIPAT SONEPAT PATNA AGA CHANIGAH UCKNOW AAHABA (1-6): IBPS P O ( PH-I) 016 MOCK TEST PAPE - 1 69 ( SOUTION) EASONING Person TV Channel Profession P iscovery octor Q

More information

SBI ASSOCIATE JUNIOR ASSISTANT (PH-I) 2016 MOCK TEST PAPER - 4 (SOLUTION)

SBI ASSOCIATE JUNIOR ASSISTANT (PH-I) 2016 MOCK TEST PAPER - 4 (SOLUTION) Centres at: MUKHERJEE NAGAR MUNIRKA UTTAM NAGAR DILSHAD GARDEN ROHINI BADARPUR JAIPUR GURGAON LAXMI NAGAR GHAZIABAD NOIDA MEERUT VARANASI ROHTAK PANIPAT SONEPAT PATNA AGRA CHANDIGARH LUCKNOW ALLAHABAD

More information

Answer Key for IBPS RRB Office Assistant Prelims 2016 Model Question Paper

Answer Key for IBPS RRB Office Assistant Prelims 2016 Model Question Paper Answer Key for IBPS RRB Office Assistant Prelims 2016 Model Question Paper Q1. 1 Q2. 2 Q3. 1 Q4. 3 Q5. 2 Q6. 4 Q7. 5 Q8. 2 Q9. 3 Q10. 3 Q11. 4 Q12. 5 Q13. 3 Q14. 3 Q15. 4 Q16. 5 Q17. 2 Q18. 4 Q19. 4 Q20.

More information

(BASED ON MEMORY) HELD ON: TEST - I: REASONING ABILITY

(BASED ON MEMORY) HELD ON: TEST - I: REASONING ABILITY RRB OFFICER (PT) (BASED ON MEMORY) HELD ON: 06-11-2016 TEST - I: REASONING ABILITY Directions (Q. 1-5): Study the given information carefully to answer the given questions. Eight people - E, F, G, H, Q,

More information

Pair of Linear Equations in Two Variables

Pair of Linear Equations in Two Variables Exercise. Question. Aftab tells his daughter, Seven ears ago, I was seven times as old as ou were then. Also, three ears from now, I shall be three times as old as ou will be. (Isn t this interesting?)

More information

Shakthii Academy Increasing Confidence ; Reaching Goals

Shakthii Academy Increasing Confidence ; Reaching Goals IBPS RRB Assistant prelims (1-5) : Study the following information carefully and answer the questions given below : Seven people P, Q, R, S, T, U and V are sitting around a circular table facing the centre

More information

SBI PO PHASE-I - 87 (SOLUTION)

SBI PO PHASE-I - 87 (SOLUTION) (1-5) : SBI PO PHASE-I - 87 (SOLUTION) REASONING Day Subject Lecturer Hour Monday Art M 3 Tuesday Economics O 2 Wednesday Hindi N 1 Thursday Maths S 4 Friday Chemistry Q 5 Saturday English R 1 Sunday Physics

More information

27 th ARYABHATTA INTER-SCHOOL MATHEMATICS COMPETITION 2010 CLASS = VIII

27 th ARYABHATTA INTER-SCHOOL MATHEMATICS COMPETITION 2010 CLASS = VIII 7 th ARYABHATTA INTER-SCHOOL MATHEMATICS COMPETITION 00 CLASS = VIII Time Allowed: Hours Max. Marks: 00 Roll No. of the Participant: GENERAL INSTRUCTIONS :. Participant should not write his/her name on

More information

SBI ASSOCIATE JUNIOR ASSISTANT (PH-I) 2016 MOCK TEST PAPER - 5 (SOLUTION)

SBI ASSOCIATE JUNIOR ASSISTANT (PH-I) 2016 MOCK TEST PAPER - 5 (SOLUTION) Centres at: MUKHERJEE NAGAR MUNIRKA UTTAM NAGAR DILSHAD GARDEN ROHINI BADARPUR JAIPUR GURGAON LAXMI NAGAR GHAZIABAD NOIDA MEERUT VARANASI ROHTAK PANIPAT SONEPAT PATNA AGRA CHANDIGARH LUCKNOW ALLAHABAD

More information

MockTime.com. Subject Questions Marks Time -Ve Maths hrs 1/3 CDS MATHEMATICS PRACTICE SET

MockTime.com. Subject Questions Marks Time -Ve Maths hrs 1/3 CDS MATHEMATICS PRACTICE SET 170 CDS MATHEMATICS PRACTICE SET Subject Questions Marks Time -Ve Maths 100 100 2 hrs 1/3 Q1. Which one of the following is correct? The sum of two irrational numbers (a) is always a natural or irrational

More information

Linear Equations in Two Variables

Linear Equations in Two Variables Linear Equations in Two Variables LINEAR EQUATIONS IN TWO VARIABLES An equation of the form ax + by + c = 0, where a, b, c are real numbers (a 0, b 0), is called a linear equation in two variables x and

More information

Chapter 3. Q1. Show that x = 2, if = 1 is a solution of the system of simultaneous linear equations.

Chapter 3. Q1. Show that x = 2, if = 1 is a solution of the system of simultaneous linear equations. Chapter 3 Q1. Show that x = 2, if = 1 is a solution of the system of simultaneous linear equations. Q2. Show that x = 2, Y = 1 is not a solution of the system of simultaneous linear equations. Q3. Show

More information

QUANTITATIVE APTITUDE

QUANTITATIVE APTITUDE QUANTITATIVE APTITUDE Directions (5 Questions): Refer to the graph and answer the given questions. Data related to number of books purchased for two libraries (A and B) during 6 years 1. What is the respective

More information

Live Leak - IBPS RRB Office Assistant Prelims Model Question Paper (based on Predicted Pattern for 2016)

Live Leak - IBPS RRB Office Assistant Prelims Model Question Paper (based on Predicted Pattern for 2016) Live Leak - IBPS RRB Office Assistant Prelims Model Question Paper (based on Predicted Pattern for 2016) Reasoning 1. Directions: In the following question, a series is given, with one term missing. Choose

More information

I. ORDER OF OPERATIONS

I. ORDER OF OPERATIONS ALGEBRA II HONORS REVIEW PACKET NAME This packet contains all of the material that you should have mastered in Algebra I. You are responsible for reviewing this material over the summer and expect an assessment

More information

IBPS RRB Office Assistant Prelims A. 1 B. 2 C. 3. D. no one A. R B. S C.Q D. U

IBPS RRB Office Assistant Prelims A. 1 B. 2 C. 3. D. no one A. R B. S C.Q D. U Memory Based Questions 18 th August 2018 IBPS RRB Office Assistant Prelims Logical Reasoning: Direction (1-5): Study the following information carefully and answer the questions given below: Six persons

More information

1 Adda247 No. 1 APP for Banking & SSC Preparation Website: bankersadda.com sscadda.com store.adda247.com

1 Adda247 No. 1 APP for Banking & SSC Preparation Website: bankersadda.com sscadda.com store.adda247.com 1 Adda247 No. 1 APP for Banking & SSC Preparation Solutions (1-5): Step1: From the information given in the question, A, who left for School used neither a Skateboard nor Roller skates. B used a bus but

More information

GATE Formulas & Shortcuts for Numerical Computation

GATE Formulas & Shortcuts for Numerical Computation GATE 2017 Formulas & Shortcuts for Numerical Computation TIME AND DISTANCE -> IMPORTANT FACTS AND FORMULAE Speed = [Distance/Time], Time=[Distance/Speed], Distance = (Speed*Time) x km/hr = [x*5/18] m/sec.

More information

Grade 7 & 8 Math Circles November 23, 2011 Jeopardy

Grade 7 & 8 Math Circles November 23, 2011 Jeopardy 1 University of Waterloo Faculty of Mathematics Centre for Education in Mathematics and Computing Grade 7 & 8 Math Circles November 3, 011 Jeopardy Round 1 Arithmetic 1. ( 10) + ( 4) + ( 6 ) 3 = ( 14)

More information

4. QUADRATIC EQUATIONS

4. QUADRATIC EQUATIONS . QUADRATIC EQUATIONS Important Terms, Definitions and Results The roots of a quadratic equation ax + bx + c = 0 An equation of the form ax + bx + c = 0, where a, b, c are real numbers and a 0, is called

More information

ANSWERS AND EXPLANATIONS

ANSWERS AND EXPLANATIONS www.tarainstitute.in ANSWERS AND EXPLANATIONS EXERCISE. (a) Given,? x? x??. (c) Let the numbers be x and x. Now, difference of numbers 0 i.e. x x 0 x 0 Larger number 0 0. (d) Suppose the first number is

More information

Class 9 th Everyday Mathematics

Class 9 th Everyday Mathematics Year Questions Marks 2012 10 10 2013 10 10 2014 10 10 2015 10 10 2016 10 10 Total 50 50 1. The population of a town was 160000 three years ago. If it had increased by 3%, 2.5% and 5% in the last three

More information

SBI CLERK (PRE) SPEED TEST - 13

SBI CLERK (PRE) SPEED TEST - 13 SBI CLERK (PRE)SPEED TEST - 13 (SOLUTIONS) CALL 84709060 SBI CLERK (PRE) SPEED TEST - 13 1. (D) Greatly: in or to a great degree.. (C) According to the passage first and foremost is the right usage. 3.

More information

P.R.GOVT.COLLEGE (AUTONOMOUS), KAKINADA III

P.R.GOVT.COLLEGE (AUTONOMOUS), KAKINADA III P.R.GOVT.COLLEGE (AUTONOMOUS), KAKINADA III B.Sc./BA/B.COM ANALYTICAL SKILLS Semester V (w.e.f 2017-2018) Total Hrs. of Teaching-Learning: 30@ 2 hr/week Total credits: 02 UNIT 1 Data Analysis:-The data

More information

Ratio and Proportion, Indices and Logarithm

Ratio and Proportion, Indices and Logarithm CHAPTER 1 Ratio and Proportion, Indices and Logarithm 2006 November [1] Two numbers are in the ratio 2 : 3 and the difference of their squares is 320. The numbers are : 12, 18 16, 24 14, 21 None. 649 [2]

More information

RPF MOCK TEST 1 (SOLUTION)

RPF MOCK TEST 1 (SOLUTION) 007, OUTRAM LINES, ST FLOOR, OPPOSITE MUKHERJEE NAGAR POLICE STATION, DELHI-0009 RPF MOCK TEST (SOLUTION). (C) Let the divisor = D( > 7 because remainder is 7) Let the number is x + 7 (where x is multiple

More information

1 (v) maths. Multiple Choice Questions (MCQs) (for 2 nd Term) CLASS: V SUBJECT: MATHEMATICS. Chapter 8 [Integer]

1 (v) maths. Multiple Choice Questions (MCQs) (for 2 nd Term) CLASS: V SUBJECT: MATHEMATICS. Chapter 8 [Integer] (v) maths. Multiple Choice Questions (MCQs) (for nd Term) CLASS: V SUBJECT: MATHEMATICS Chapter 8 [Integer]. Descent of 6 m is. - 6 + 6 0. Winning of 0 points is. - 0 + 0 none of these. Value of expression

More information

2017 CAT. Test Name 2017 CAT Total Questions 100 Total Time 180 Mins. Section Name No. of Questions Time limit Marks per Question Negative Marking

2017 CAT. Test Name 2017 CAT Total Questions 100 Total Time 180 Mins. Section Name No. of Questions Time limit Marks per Question Negative Marking 2017 CAT Directions of Test Test Name 2017 CAT Total Questions 100 Total Time 180 Mins Section Name No. of Questions Time limit Marks per Question Negative Marking Verbal Ability 34 1:0(h:m) 3 1/3 DI &

More information

SHORT ANSWER. Write the word or phrase that best completes each statement or answers the question.

SHORT ANSWER. Write the word or phrase that best completes each statement or answers the question. Math 1332 Exam Review Name SHORT ANSWER. Write the word or phrase that best completes each statement or answers the question. Find the cardinal number for the set. 1) {8, 10, 12,..., 66} 1) Are the sets

More information

Question Bank In Mathematics Class IX (Term II)

Question Bank In Mathematics Class IX (Term II) Question Bank In Mathematics Class IX (Term II) PROBABILITY A. SUMMATIVE ASSESSMENT. PROBABILITY AN EXPERIMENTAL APPROACH. The science which measures the degree of uncertainty is called probability.. In

More information

MULTIPLE CHOICE. Choose the one alternative that best completes the statement or answers the question.

MULTIPLE CHOICE. Choose the one alternative that best completes the statement or answers the question. MGF 1106 Math for Liberal Arts I Summer 2008 - Practice Final Exam Dr. Schnackenberg If you do not agree with the given answers, answer "E" for "None of the above". MULTIPLE CHOICE. Choose the one alternative

More information

SETS. Chapter Overview

SETS. Chapter Overview Chapter 1 SETS 1.1 Overview This chapter deals with the concept of a set, operations on sets.concept of sets will be useful in studying the relations and functions. 1.1.1 Set and their representations

More information

Ratio Proportion Variation

Ratio Proportion Variation Ratio Proportion Variation 1. If A : B = 4 : 7 and B : C = 5 : 9 then A : B : C is : a) 20 : 35 : 63 b) 35 : 36 : 63 c) 30 : 35 : 65 d)25 :34: 68 2. If m : n = 3 : 4 and n : o = 8 : 9, then m : o is :

More information

CDS-I 2019 Elementary Mathematics (Set-C)

CDS-I 2019 Elementary Mathematics (Set-C) 1 CDS-I 019 Elementary Mathematics (Set-C) Direction: Consider the following for the next three (03) items : A cube is inscribed in a sphere. A right circular cylinder is within the cube touching all the

More information

Mathematics (Number System)

Mathematics (Number System) Mathematics (Number System) In Indian system, numbers are expressed by means of symbols 0, 1, 2, 3, 4, 5, 6, 7, 8, 9, called digits. Here, 0 is called insignificant digit whereas 1, 2, 3, 4, 5, 6, 7, 8,

More information

Sample Question Paper Mathematics First Term (SA - I) Class X. Time: 3 to 3 ½ hours

Sample Question Paper Mathematics First Term (SA - I) Class X. Time: 3 to 3 ½ hours Sample Question Paper Mathematics First Term (SA - I) Class X Time: 3 to 3 ½ hours M.M.:90 General Instructions (i) All questions are compulsory. (ii) The question paper consists of 34 questions divided

More information

= A. Example 2. Let U = {1, 2, 3, 4, 5, 6, 7, 8, 9, 10}, A = {4, 6, 7, 9, 10}, and B = {2, 6, 8, 9}. Draw the sets on a Venn diagram.

= A. Example 2. Let U = {1, 2, 3, 4, 5, 6, 7, 8, 9, 10}, A = {4, 6, 7, 9, 10}, and B = {2, 6, 8, 9}. Draw the sets on a Venn diagram. MATH 109 Sets A mathematical set is a well-defined collection of objects A for which we can determine precisely whether or not any object belongs to A. Objects in a set are formally called elements of

More information

CAT Syllabu s. Quantitative Ability. Quantitative Ability Syllabus

CAT Syllabu s. Quantitative Ability. Quantitative Ability Syllabus CAT Syllabus 015 CAT Syllabu s Quantitative Ability Quantitative Ability Syllabus 1. Number Systems. LCM and HCF 3. Percentages 4. Profit, Loss and Discount 5. Interest (Simple and Compound) 6. Speed,

More information

Give (one word answer) and Take (one mark in future):

Give (one word answer) and Take (one mark in future): Star Sums: Give (one word answer) and Take (one mark in future): 1. If is a rational number, what is the condition on q so that the decimal representation of is terminating. 2. Find the (H.C.F X L.C.M)

More information

Lecture 12 Friction &Circular. Dynamics

Lecture 12 Friction &Circular. Dynamics Lecture 12 Friction &Circular Exam Remarks Units, units, units Dynamics Drawing graphs with arrows and labels FBDs: ma is not a force! r(r) given, derive v(t), a(t) Circular motion: the velocity vector

More information

PAIR OF LINEAR EQUATIONS

PAIR OF LINEAR EQUATIONS 38 MATHEMATICS PAIR OF LINEAR EQUATIONS IN TWO VARIABLES 3 3.1 Introduction You must have come across situations like the one given below : Akhila went to a fair in her village. She wanted to enjoy rides

More information

Vikas Bharati Public School SAMPLE PAPER (Session ) Class: VIII Time : 3 Hrs. Subject: MATHEMATICS M.M. = 80

Vikas Bharati Public School SAMPLE PAPER (Session ) Class: VIII Time : 3 Hrs. Subject: MATHEMATICS M.M. = 80 Vikas Bharati Public School SAMPLE PAPER (Session 2018-19) Class: VIII Time : Hrs. Subject: MATHEMATICS M.M. = 80 Note: 1. This question paper contains_5_ printed pages. 2. Blue-Print on last page. SECTION-A

More information

USING EQUATIONS TO SOLVE PROBLEMS A DEEPER LOOK... 1 PRACTICE: USING EQUATIONS TO SOLVE PROBLEMS...

USING EQUATIONS TO SOLVE PROBLEMS A DEEPER LOOK... 1 PRACTICE: USING EQUATIONS TO SOLVE PROBLEMS... USING EQUATIONS TO SOLVE PROBLEMS A DEEPER LOOK USING EQUATIONS TO SOLVE PROBLEMS A DEEPER LOOK... 1 PRACTICE: USING EQUATIONS TO SOLVE PROBLEMS... 2 IMPORTANT PRINCIPLES TO KEEP IN MIND... 2 EASY (E)...

More information

Mathematics Challenge 2014

Mathematics Challenge 2014 Mathematics Challenge 014 5 th January 014 YEAR 7 Model Answers We provide these model answers of our CWN: Mathematics Challenge 014 exam to help parents. Please note that for some problems there are more

More information

Capgemini Test 2. 2 Find minimum value of function: -5-x + 2-x + 6-x + 10-x ; where x is an integer

Capgemini Test 2. 2 Find minimum value of function: -5-x + 2-x + 6-x + 10-x ; where x is an integer Capgemini Test 2 1 SECTION A Find the next term in series? 25 16 9 4 1 0 ( )A. -1 ( )B. 1 ( )C. 0 ( )D. none 5 ^ 2, 4 ^ 2, 3 ^ 2, 2 ^ 2, 1^ 2, 0 ^ 2, (-1) ^2 = 1 2 Find minimum value of function: -5-x

More information

Algebraic expression is formed from variables and constants using different operations. NCERT

Algebraic expression is formed from variables and constants using different operations. NCERT UNIT 10 ALGEBRAIC EXPRESSIONS (A) Main Concepts and Results Algebraic expression is formed from variables and constants using different operations. Expressions are made up of terms. A term is the product

More information

Physics 1-D Kinematics: Relative Velocity

Physics 1-D Kinematics: Relative Velocity a place of mind F A C U L T Y O F E D U C A T I O N Department of Curriculum and Pedagogy Physics 1-D Kinematics: Relative Velocity Science and Mathematics Education Research Group Supported by UBC Teaching

More information

In the ratio a : b, a and b are called the terms of ratio, `a' is the antecedent and `b' is the consequent.

In the ratio a : b, a and b are called the terms of ratio, `a' is the antecedent and `b' is the consequent. Ratio: The number of times one quantity contains another quantity of the same kind is called ratio of the two quantities. The ratio of a to b is written as a : b a b a b In the ratio a : b, a and b are

More information

KS3 Revision work. Level 5

KS3 Revision work. Level 5 KS3 Revision work Level 5 1. Frog spawn The graph shows the date each year that frogs eggs were first seen. 28th Feb 21st Feb Date eggs first seen 14th Feb 7th Feb 31st Jan 24th Jan 87 88 89 90 91 92 93

More information

1 Adda247 No. 1 APP for Banking & SSC Preparation Website:store.adda247.com

1 Adda247 No. 1 APP for Banking & SSC Preparation Website:store.adda247.com 1 Adda247 No. 1 APP for Banking & SSC Preparation S1. Ans.(b) Sol. P : C = 1 : 1 C : M = 2 : 3 P : E = 1 : 2 P : C : M : E = 2 : 2 : 3 : 4 Therefore, marks in subjects are 2x, 2x, 3x & 4x. A/q, 2x+2x+3x+4x

More information

NATIONAL TALENT SEARCH EXAMINATION (NTSE-2018) STAGE -1 STATE : BIHAR PAPER : MAT SOLUTIONS

NATIONAL TALENT SEARCH EXAMINATION (NTSE-2018) STAGE -1 STATE : BIHAR PAPER : MAT SOLUTIONS Path to success KOTA (RAJASTHAN) TM NATIONAL TALENT SEARCH EXAMINATION (NTSE-018) STAGE -1 STATE : BIHAR PAPER : MAT Date: 05/11/017 Max. Marks: 50 SOLUTIONS 1. Find the 10th term in the series, 4, 8,

More information

SSC (GD)MOCK TEST 12 (SOLUTION)

SSC (GD)MOCK TEST 12 (SOLUTION) SSC (GD)MOCK TEST 1 (SOLUTION) 1. (B) As, (1)³ 8 8 Similarly, (3)³ 8 16. (A) As, 14 49 14 3+14 18 63 Similarly, 18 3+18 3. (B) As, 64 40 (6 + 4) 4 Similarly, 6 44 ( + 6) 4 4. (D) As, SURE 433 1 Similarly,

More information

SSC MAINS (MATHS) MOCK TEST-14 (SOLUTION)

SSC MAINS (MATHS) MOCK TEST-14 (SOLUTION) SSC MINS (MTHS) MOCK TEST- (SOLUTION). () b c a a c b b c a a c b 0 a b c a b c. (C) y hours 8 min 8 60 5 hrs. b c a a a c b b a b c 0 c hours 0 min 0 60 0 hrs. (a b c) a b c 0 V V T T /5 0 / 6 5 6 5 a

More information

IBPS Forum. 2 P a g e

IBPS Forum. 2 P a g e 1. Find the missing number in the given series. 6, 8, 13, 23,?, 56 A. 32 B. 40 C. 44 D. 46 2. Find the missing number in the given series. 7, 8, 18, 57, 232,? A. 1165 B. 1100 C. 1160 D. 1210 3. Find the

More information

SSC [PRE+MAINS] Mock Test 230 [Answer with Solution]

SSC [PRE+MAINS] Mock Test 230 [Answer with Solution] SS [PRE+MAINS] Mock Test 0 [Answer with Solution]. () (x ) (x + ) (x ) (x + ) (x + x ) (x + x ) x + x x + x + x x x x + x + x x x + So, cofficient of x. () HF of fraction. () HF of,, LM of,8, t t x v x

More information

UNIVERSITY OF SASKATCHEWAN Department of Physics and Engineering Physics

UNIVERSITY OF SASKATCHEWAN Department of Physics and Engineering Physics UNIVERSITY OF SASKATCHEWAN Department of Physics and Engineering Physics Physics 117.3 MIDTERM TEST Time: 90 minutes NAME: (Last) Please Print (Given) STUDENT NO.: LECTURE SECTION (please check): INSTRUCTIONS:

More information

Unit 26 Solving Inequalities Inequalities on a Number Line Solution of Linear Inequalities (Inequations)

Unit 26 Solving Inequalities Inequalities on a Number Line Solution of Linear Inequalities (Inequations) UNIT Solving Inequalities: Student Tet Contents STRAND G: Algebra Unit Solving Inequalities Student Tet Contents Section. Inequalities on a Number Line. of Linear Inequalities (Inequations). Inequalities

More information

BANK PO PHASE-I MOCK TEST-29 (SOLUTION)

BANK PO PHASE-I MOCK TEST-29 (SOLUTION) BANK PO PHASE-I MOCK TEST-9 (SOLUTION) REASONING Solutions (1-5) : P History Hockey Q Biology Cricket R English Carrom S Maths Football Step IV : 8 cheers come 74 india 41 5 6 Step V : 8 cheers come 74

More information

Exercise 6.2. Q. 1. x = 3. Q. 2. y = 2. Q. 3. 2x = 8 x = 4. Q. 4. 3a = 27 a = 9. Q. 5. 3x = 3 x = 1. Q. 6. 4x = 20 x = 5. Q. 7.

Exercise 6.2. Q. 1. x = 3. Q. 2. y = 2. Q. 3. 2x = 8 x = 4. Q. 4. 3a = 27 a = 9. Q. 5. 3x = 3 x = 1. Q. 6. 4x = 20 x = 5. Q. 7. Chapter Exercise. Q.. (i) (vi) 9 (ii) 7 (vii) 9 (iii) (viii) (iv) (ix) (v) (x) Q.. (i) () + ( ) = = = False (, ) is not solution (ii) + = = () + () = + = = (,) is solution (iii) ( ) () = = = False (,)

More information

Mixed Maths Questions for IBPS Clerk Pre, SBI Clerk Pre and RRB Asst. Pre Exams.

Mixed Maths Questions for IBPS Clerk Pre, SBI Clerk Pre and RRB Asst. Pre Exams. Mixed Maths Questions for IBPS Clerk Pre, SBI Clerk Pre and RRB Asst. Pre Exams. Word Problems Quiz 4 Direction: Read the following questions carefully and choose the right answer. 1. Find the difference

More information

Roll No. : Invigilator's Signature : BIO-STATISTICS. Time Allotted : 3 Hours Full Marks : 70

Roll No. : Invigilator's Signature : BIO-STATISTICS. Time Allotted : 3 Hours Full Marks : 70 Name : Roll No. : Invigilator's Signature :.. 2011 BIO-STATISTICS Time Allotted : 3 Hours Full Marks : 70 The figures in the margin indicate full marks. Candidates are required to give their answers in

More information

IBPS - RRBs RECRUITMENT IBPS OFFICERS PRELIMS MODEL PAPER No. of Questions: 80 Maximum Marks: 80 Time: 45 Mts.

IBPS - RRBs RECRUITMENT IBPS OFFICERS PRELIMS MODEL PAPER No. of Questions: 80 Maximum Marks: 80 Time: 45 Mts. IBPS - RRBs RECRUITMENT IBPS OFFICERS PRELIMS MODEL PAPER No. of Questions: 80 Maximum Marks: 80 Time: 45 Mts. REASONING ABILITY Directions (1-5): In each of the following questions, relationship between

More information

Exam III Review Math-132 (Sections 7.1, 7.2, 7.3, 7.4, 7.5, 7.6, 8.1, 8.2, 8.3)

Exam III Review Math-132 (Sections 7.1, 7.2, 7.3, 7.4, 7.5, 7.6, 8.1, 8.2, 8.3) 1 Exam III Review Math-132 (Sections 7.1, 7.2, 7.3, 7.4, 7.5, 7.6, 8.1, 8.2, 8.3) On this exam, questions may come from any of the following topic areas: - Union and intersection of sets - Complement of

More information

8 th Grade Exam Scoring Format: 3 points per correct response -1 each wrong response 0 for blank answers

8 th Grade Exam Scoring Format: 3 points per correct response -1 each wrong response 0 for blank answers Pellissippi State Middle School Mathematics Competition 8 th Grade Exam Scoring Format: 3 points per correct response -1 each wrong response 0 for blank answers Directions: For each multiple-choice problem

More information

SYLLOGISM CHAPTER 13.1 INTRODUCTION

SYLLOGISM CHAPTER 13.1 INTRODUCTION CHAPTER 13 SYLLOGISM 13.1 INTRODUCTION Syllogism is a Greek word that means inference or deduction. As such inferences are based on logic, then these inferences are called logical deduction. These deductions

More information

FOUNDATION COURSE MOCK TEST PAPER - 1. PAPER 3: BUSINESS MATHEMATICS, LOGICAL REASONING AND STATISTICS Time Allowed 3 Hours Maximum Marks: 100

FOUNDATION COURSE MOCK TEST PAPER - 1. PAPER 3: BUSINESS MATHEMATICS, LOGICAL REASONING AND STATISTICS Time Allowed 3 Hours Maximum Marks: 100 FOUNDATION COURSE MOCK TEST PAPER - 1 Test Series: August, 2018 PAPER 3: BUSINESS MATHEMATICS, LOGICAL REASONING AND STATISTICS Time Allowed 3 Hours Maimum Marks: 100 1. For p, q, r, s > 0 the value of

More information

SYLLOGISM CHAPTER 13.1 INTRODUCTION

SYLLOGISM CHAPTER 13.1 INTRODUCTION CHAPTER 13 SYLLOGISM 13.1 INTRODUCTION Syllogism is a Greek word that means inference or deduction. As such inferences are based on logic, then these inferences are called logical deduction. These deductions

More information

RATIO AND PROPORTION, INDICES, LOGARITHMS

RATIO AND PROPORTION, INDICES, LOGARITHMS CHAPTER RATIO AND PROPORTION, INDICES, LOGARITHMS UNIT I: RATIO LEARNING OBJECTIVES After reading this unit a student will learn How to compute and compare two ratios; Effect of increase or decrease of

More information

LC OL - Statistics. Types of Data

LC OL - Statistics. Types of Data LC OL - Statistics Types of Data Question 1 Characterise each of the following variables as numerical or categorical. In each case, list any three possible values for the variable. (i) Eye colours in a

More information

SSC (PRE + MAINS) MATHS M O C K TEST PAPER HANSRAJ MATHS ACADEMY

SSC (PRE + MAINS) MATHS M O C K TEST PAPER HANSRAJ MATHS ACADEMY SSC (PRE MINS) MTHS M O C K TEST PPER - Quantitative ptitude (00 Questions) HNSRJ MTHS CDEMY SSC MINS (MTHS) MOCK TEST PPER. Coefficient of x in (x ) (x ) (x ) (x 4) (x ) (x ) (x ) (x 4) x () 0 () 4. The

More information

State Math Contest (Junior)

State Math Contest (Junior) Name: Student ID: State Math Contest (Junior) Instructions: Do not turn this page until your proctor tells you. Enter your name, grade, and school information following the instructions given by your proctor.

More information

IBPS Forum. 2 P a g e

IBPS Forum. 2 P a g e 1. Directions: In the following number series only one number is wrong. Find out the wrong number. 26, 37, 50, 63, 82 A. 26 B. 37 C. 82 D. 63 2. Direction: What should come in place of question mark (?)

More information

1 Adda247 No. 1 APP for Banking & SSC Preparation Website: bankersadda.com sscadda.com store.adda247.com

1 Adda247 No. 1 APP for Banking & SSC Preparation Website: bankersadda.com sscadda.com store.adda247.com 1 Adda247 No. 1 APP for Banking & SSC Preparation S46. Ans.(d) Sol. Let width of the path = x cm So, length of the park will be = (x + 4) cm So, 4 3 (Area of path) = Area of the park Solutions => 4 [x(x

More information

Math 2 Variable Manipulation Part 6 System of Equations

Math 2 Variable Manipulation Part 6 System of Equations Name: Date: 1 Math 2 Variable Manipulation Part 6 System of Equations SYSTEM OF EQUATIONS INTRODUCTION A "system" of equations is a set or collection of equations that you deal with all together at once.

More information

1 Adda247 No. 1 APP for Banking & SSC Preparation Website:store.adda247.com

1 Adda247 No. 1 APP for Banking & SSC Preparation Website:store.adda247.com 1 Adda247 No. 1 APP for Banking & SSC Preparation Solutions S1. Ans.(a) S2. Ans.(b) S3. Ans.(b) S4. Ans.(d) 2 Adda247 No. 1 APP for Banking & SSC Preparation S5. Ans.(d) S6. Ans.(a) As E < Z and Z Y so,

More information

Physics Momentum Problems. Science and Mathematics Education Research Group

Physics Momentum Problems. Science and Mathematics Education Research Group F FA ACULTY C U L T Y OF O F EDUCATION E D U C A T I O N Department of Curriculum and Pedagogy Physics Momentum Problems Science and Mathematics Education Research Group Supported by UBC Teaching and Learning

More information

SSC (Tier-II) (Mock Test Paper - 1) [SOLUTION]

SSC (Tier-II) (Mock Test Paper - 1) [SOLUTION] SSC (Tier-II) - 0 (Mock Tet Paper - ) [SOLUTION]. (A) Ratio of diameter of the cylinder : Ratio of radii of the cylinder : Let the radii of the two cylinder are r and r and, Let the height of the two cylinder

More information

SBI PO PHASE-I - 93 (SOLUTION)

SBI PO PHASE-I - 93 (SOLUTION) (-) : 007, OUTRAM LINES, ST FLOOR, OPPOSITE MUKHERJEE NAGAR POLIE STATION, DELHI-9 REASONING S T N + U + M P + + O Q R +. (). (5). (5) (4-8) : 4. () 5. () 6. (4) 7. () 8. (5) (9-) : Boy Visit Girl ar A

More information

AQA. GCSE Mathematics. Practice Paper 1. Higher Paper 3 Calculator. Summer Time allowed: 1 hour 30 minutes. 8300/MissB/3H

AQA. GCSE Mathematics. Practice Paper 1. Higher Paper 3 Calculator. Summer Time allowed: 1 hour 30 minutes. 8300/MissB/3H AQA Please write clearly in block capitals. Centre number Candidate number Surname Forename(s) Candidate signature GCSE Mathematics Higher Paper 3 Calculator H Time allowed: 1 hour 30 minutes Materials

More information

SBI PO 2015 PRELIM (TIER I) EXAM MODEL PAPER SOLUTIONS

SBI PO 2015 PRELIM (TIER I) EXAM MODEL PAPER SOLUTIONS SBI PO 2015 PRELIM (TIER I) EXAM MODEL PAPER SOLUTIONS Part 1 SOLUTIONS ENGLISH LANGUAGE Answers (1-10) 1. (5) 2. (1) 3. (2) 4. (3) 5. (4) 6. (4) nurturing 7. (1) drive 8. (4) hurdle 9. (2) manageable

More information

Unit 1 Day 1. Set Operations & Venn Diagrams

Unit 1 Day 1. Set Operations & Venn Diagrams Unit 1 Day 1 Set Operations & Venn Diagrams Honors ICM Get out your signed syllabus form Get out paper and a pencil for notes! Has everyone accessed the website? Math Riddles Mr. Smith has 4 daughters.

More information

Summer Review Packet. for students entering. IB Math SL

Summer Review Packet. for students entering. IB Math SL Summer Review Packet for students entering IB Math SL The problems in this packet are designed to help you review topics that are important to your success in IB Math SL. Please attempt the problems on

More information

NAME: DATE: MATHS: Working with Sets. Maths. Working with Sets

NAME: DATE: MATHS: Working with Sets. Maths. Working with Sets Maths Working with Sets It is not necessary to carry out all the activities contained in this unit. Please see Teachers Notes for explanations, additional activities, and tips and suggestions. Theme All

More information

INTRODUCTION TO SCIENCE CHAPTER 1

INTRODUCTION TO SCIENCE CHAPTER 1 INTRODUCTION TO SCIENCE CHAPTER 1 1 Science is the study of Everything!! A way of learning about the natural world. Scientist: a person who studies, or has expert WHAT IS SCIENCE? knowledge of a natural

More information

CONTENTS. iii v viii FOREWORD PREFACE STUDENTS EVALUATION IN MATHEMATICS AT SECONDARY STAGE

CONTENTS. iii v viii FOREWORD PREFACE STUDENTS EVALUATION IN MATHEMATICS AT SECONDARY STAGE CONTENTS FOREWORD PREFACE STUDENTS EVALUATION IN MATHEMATICS AT SECONDARY STAGE iii v viii CHAPTER Real Numbers CHAPTER Polynomials 8 CHAPTER 3 Pair of Linear Equations in Two Variables 6 CHAPTER 4 Quadratic

More information

Department of Physics. ( Al Ansar International School, Sharjah) ( ) Project Work Term 1. IGCSE Physics Grade 9. Students Name: Grade / Section:

Department of Physics. ( Al Ansar International School, Sharjah) ( ) Project Work Term 1. IGCSE Physics Grade 9. Students Name: Grade / Section: Department of Physics ( Al Ansar International School, Sharjah) (2017-18) Project Work Term 1 IGCSE Physics Grade 9 Students Name: Grade / Section: Complete the answer sheet on page 2, and submit to your

More information

SBI PO PHASE-I - 88 (SOLUTION)

SBI PO PHASE-I - 88 (SOLUTION) 2007, OUTRAM LINES, 1ST FLOOR, OPPOSITE MUKHERJEE NAGAR POLICE STATION, DELHI-109 REASONING (1-6) : Harmeet Monika Jitan Bhuban Devid Pooja Laxmi Firdous 1. (3) 2. (1) 3. (4) 4. (2). () 6. () (7-11) :

More information

NAME: DATE: MATHS: Statistics. Maths Statistics

NAME: DATE: MATHS: Statistics. Maths Statistics Maths Statistics It is not necessary to carry out all the activities contained in this unit. Please see Teachers Notes for explanations, additional activities, and tips and suggestions. Theme Statistics

More information

8 LEVELS 5 7 PAPER. Paper 2. Year 8 mathematics test. Calculator allowed. First name. Last name. Class. Date YEAR

8 LEVELS 5 7 PAPER. Paper 2. Year 8 mathematics test. Calculator allowed. First name. Last name. Class. Date YEAR Ma YEAR 8 LEVELS 5 7 PAPER 2 Year 8 mathematics test Paper 2 Calculator allowed Please read this page, but do not open your booklet until your teacher tells you to start. Write your details in the spaces

More information

NCERT. not to be republished SIMPLE EQUATIONS UNIT 4. (A) Main Concepts and Results

NCERT. not to be republished SIMPLE EQUATIONS UNIT 4. (A) Main Concepts and Results SIMPLE EQUATIONS (A) Main Concepts and Results The word variable means something that can vary i.e., change and constant means that does not vary. The value of a variable is not fixed. Variables are denoted

More information

Section A (For class 6 th, 7th & 8 th ) 1. A bat ate 1050 dragon flies on four consecutive nights. Each night she ate 25 more than on the night before. How many did she eat on first night? (a) 225 (b)

More information

DELHI PUBLIC SCHOOL BLUE PRINT WEEKLY TEST CLASS XI (MATHEMATICS)

DELHI PUBLIC SCHOOL BLUE PRINT WEEKLY TEST CLASS XI (MATHEMATICS) DELHI PUBLIC SCHOOL BLUE PRINT WEEKLY TEST CLASS XI (MATHEMATICS) S. N0. TYPES OF QUESTIONS NO. OF QUESTION MARKS TOTAL 1. VERY SHT ANSWER 6 1 6 2. SHT ANSWER 5 4 20 3. LONG ANSWER WITH ONE 4 6 24 VALUE

More information

Grade 8(Mathematics) EV 4( )

Grade 8(Mathematics) EV 4( ) Chapter-2 (Number system) Grade 8(Mathematics) EV 4(2016-17) Q. Find the three rational numbers between 3/5 and 3/4. Sol:- let,, be the required rational numbers. = ½ (3/5 + 3/4) = ½ ( ) = ½ 27/20 = 27/40

More information

ITL Public School Summative Assessment - 1 ( ) Mathematics (Set -B) Marking Scheme

ITL Public School Summative Assessment - 1 ( ) Mathematics (Set -B) Marking Scheme ITL Public School Summative Assessment - (0-5) Mathematics (Set -B) Marking Scheme Date: Class:VIII Time: hours M.M : 90 General Instructions:. Read the question paper carefully and answer legibly.. All

More information

Chapter 2 Linear Motion

Chapter 2 Linear Motion Chapter 2 Linear Motion Conceptual Questions 2.1 An object will slow down when its acceleration vector points in the opposite direction to its velocity vector. Recall that acceleration is the change in

More information