Aakash. For Class XII Studying / Passed Students. Physics, Chemistry & Mathematics

Similar documents
GRAVITATION 4) R. max. 2 ..(1) ...(2)

GRAVITATION. (d) If a spring balance having frequency f is taken on moon (having g = g / 6) it will have a frequency of (a) 6f (b) f / 6

CHAPTER 5 CIRCULAR MOTION

Q Q N, V, e, Quantum Statistics for Ideal Gas. The Canonical Ensemble 10/12/2009. Physics 4362, Lecture #19. Dr. Peter Kroll

Q Q N, V, e, Quantum Statistics for Ideal Gas and Black Body Radiation. The Canonical Ensemble

CBSE-XII-2013 EXAMINATION (MATHEMATICS) The value of determinant of skew symmetric matrix of odd order is always equal to zero.

8 - GRAVITATION Page 1

ALLEN. è ø = MB = = (1) 3 J (2) 3 J (3) 2 3 J (4) 3J (1) (2) Ans. 4 (3) (4) W = MB(cosq 1 cos q 2 ) = MB (cos 0 cos 60 ) = MB.

Mon. Tues. 6.2 Field of a Magnetized Object 6.3, 6.4 Auxiliary Field & Linear Media HW9

STATISTICAL MECHANICS OF DIATOMIC GASES

Physics 111. Lecture 38 (Walker: ) Phase Change Latent Heat. May 6, The Three Basic Phases of Matter. Solid Liquid Gas

Physics 240: Worksheet 15 Name

CHAPTER 5 CIRCULAR MOTION AND GRAVITATION

Hydrogen atom. Energy levels and wave functions Orbital momentum, electron spin and nuclear spin Fine and hyperfine interaction Hydrogen orbitals

Acoustics and electroacoustics

E F. and H v. or A r and F r are dual of each other.

SAFE HANDS & IIT-ian's PACE EDT-15 (JEE) SOLUTIONS

PHYS 272H Spring 2011 FINAL FORM B. Duration: 2 hours

PHYS 272H Spring 2011 FINAL FORM A. Duration: 2 hours

ALL INDIA TEST SERIES

Physics 202, Lecture 5. Today s Topics. Announcements: Homework #3 on WebAssign by tonight Due (with Homework #2) on 9/24, 10 PM

II.3. DETERMINATION OF THE ELECTRON SPECIFIC CHARGE BY MEANS OF THE MAGNETRON METHOD

A and B are two spherical isolated conductors placed at large distance having radius ratio r =

EE243 Advanced Electromagnetic Theory Lec # 22 Scattering and Diffraction. Reading: Jackson Chapter 10.1, 10.3, lite on both 10.2 and 10.

The angle between L and the z-axis is found from

NEWTON S THEORY OF GRAVITY

Get Solution of These Packages & Learn by Video Tutorials on GRAVITATION

Extinction Ratio and Power Penalty

GAUSS PLANETARY EQUATIONS IN A NON-SINGULAR GRAVITATIONAL POTENTIAL

SAMPLE PAPER I. Time Allowed : 3 hours Maximum Marks : 70

r cos, and y r sin with the origin of coordinate system located at

ADDITIVE INTEGRAL FUNCTIONS IN VALUED FIELDS. Ghiocel Groza*, S. M. Ali Khan** 1. Introduction

Fourier transforms (Chapter 15) Fourier integrals are generalizations of Fourier series. The series representation

Chapter Six Free Electron Fermi Gas

What Makes Production System Design Hard?

ESE (Prelims) - Offline Test Series ELECTRICAL ENGINEERING SUBJECT: Electrical Machines & Systems and Signal Processing SOLUTIONS

A moving charged particle creates a magnetic field vector at every point in space except at its position.

Objective Mathematics

College Prep Physics I Multiple Choice Practice Final #2 Solutions Northville High School Mr. Palmer, Physics Teacher. Name: Hour: Score: /zero

Mid Year Examination F.4 Mathematics Module 1 (Calculus & Statistics) Suggested Solutions

Electron spin resonance

UGC POINT LEADING INSTITUE FOR CSIR-JRF/NET, GATE & JAM. are the polar coordinates of P, then. 2 sec sec tan. m 2a m m r. f r.

COMPSCI 230 Discrete Math Trees March 21, / 22

4.4 Linear Dielectrics F

Circular-Rotational Motion Mock Exam. Instructions: (92 points) Answer the following questions. SHOW ALL OF YOUR WORK.

ev dm e evd 2 m e 1 2 ev2 B) e 2 0 dm e D) m e

Estimation of a Random Variable

Physics 101 Lecture 6 Circular Motion

Circular motion. Objectives. Physics terms. Assessment. Equations 5/22/14. Describe the accelerated motion of objects moving in circles.

Review for 2 nd Midterm

Magnetic Field. Conference 6. Physics 102 General Physics II

Free carriers in materials

Quiz 6--Work, Gravitation, Circular Motion, Torque. (60 pts available, 50 points possible)

Exam 3, vers Physics Spring, 2003

Rotational Motion. Lecture 6. Chapter 4. Physics I. Course website:

ω = θ θ o = θ θ = s r v = rω

3.6 Applied Optimization

NARAYANA I I T / P M T A C A D E M Y. C o m m o n P r a c t i c e T e s t 1 6 XII STD BATCHES [CF] Date: PHYSIS HEMISTRY MTHEMTIS

Conventional Paper-I (a) Explain the concept of gradient. Determine the gradient of the given field: ( )

Physics C Rotational Motion Name: ANSWER KEY_ AP Review Packet

15 B1 1. Figure 1. At what speed would the car have to travel for resonant oscillations to occur? Comment on your answer.

16.1 Permanent magnets

School of Electrical Engineering. Lecture 2: Wire Antennas

Tutorial Exercises: Central Forces

Exam 3: Equation Summary

PH605. Thermal and. Statistical Physics. M.J.D.Mallett. P.Blümler

AP Physics 1 - Circular Motion and Gravitation Practice Test (Multiple Choice Section) Answer Section

Physics 111 Lecture 5 Circular Motion

Mon. Tues. Wed. Lab Fri Electric and Rest Energy

Chapter 33 Alternating Current

Phys 1215, First Test. September 20, minutes Name:

MAGNETIC FIELD INTRODUCTION

Physics 4A Chapter 8: Dynamics II Motion in a Plane

1. Radiation from an infinitesimal dipole (current element).

Rectilinea Motion. A foce P is applied to the initially stationay cat. Detemine the velocity and displacement at time t=5 s fo each of the foce histoi

Written as per the revised syllabus prescribed by the Maharashtra State Board of Secondary and Higher Secondary Education, Pune.

Solid state physics. Lecture 3: chemical bonding. Prof. Dr. U. Pietsch

Between any two masses, there exists a mutual attractive force.

Physics 313 Practice Test Page 1. University Physics III Practice Test II

ES 330 Electronics II Homework # 5 (Fall 2016 Due Wednesday, October 4, 2017)

MTE2 Wed 26, at 5:30-7:00 pm Ch2103 and SH 180. Contents of MTE2. Study chapters (no 32.6, 32.10, no 32.8 forces between wires)

c) (6) Assuming the tires do not skid, what coefficient of static friction between tires and pavement is needed?

2. Background Material

Lossy Transmission Lines. EELE 461/561 Digital System Design. Module #7 Lossy Lines. Lossy Transmission Lines. Lossy Transmission Lines

Frictional effects, vortex spin-down

Shor s Algorithm. Motivation. Why build a classical computer? Why build a quantum computer? Quantum Algorithms. Overview. Shor s factoring algorithm

e.g: If A = i 2 j + k then find A. A = Ax 2 + Ay 2 + Az 2 = ( 2) = 6


Calculate the electric potential at B d2=4 m Calculate the electric potential at A d1=3 m 3 m 3 m

Physics 111. Lecture 14 (Walker: Ch. 6.5) Circular Motion Centripetal Acceleration Centripetal Force February 27, 2009

PHYS 1114, Lecture 21, March 6 Contents:

5.61 Fall 2007 Lecture #2 page 1. The DEMISE of CLASSICAL PHYSICS

Current, Resistance and

1973 AP Calculus AB: Section I

2008 AP Calculus BC Multiple Choice Exam

Physics 2020, Spring 2005 Lab 5 page 1 of 8. Lab 5. Magnetism

PHYS ,Fall 05, Term Exam #1, Oct., 12, 2005

MATHEMATICS PAPER IB COORDINATE GEOMETRY(2D &3D) AND CALCULUS. Note: This question paper consists of three sections A,B and C.

Potential Energy and Conservation of Energy

Unit 6 Practice Test. Which vector diagram correctly shows the change in velocity Δv of the mass during this time? (1) (1) A. Energy KE.

Transcription:

Aakash A UNIQUE PPRTUNITY T HELP YU FULFIL YUR DREAMS Fo Class XII Studying / Passd Studnts Physics, Chmisty & Mathmatics Rgistd ffic: Aakash Tow, 8, Pusa Road, Nw Dlhi-0005. Ph.: (0) 4763456 Fax: (0) 476347

Sampl Pap (Engining) Aakash Talnt Qust 07 Aakash Talnt Qust 07 (fo Class XII Studying / Passd Studnts) (Th qustions givn in sampl pap a indicativ of th lvl and pattn of qustions that will b askd in ATQ 07) SECTIN-A : PHYSICS. An -paticl is moving in a cicula obit of adius R with fquncy f. Th magntic fild at th cnt of th obit is 3. Equivalnt sistanc btwn points A and B is 0 f R f 0 R () f 0 R Zo A B. Th maximum chag can b givn to th out sufac so that th is no bakdown of ai aound. Givn that bakdown fild stngth of ai is E b (both sphs a mad of conducting matial). 4 5 5 4 () 4 3 3 4 4. Th instantanous valu of cunt at a givn instant is A. Th potntial diffnc btwn P and Q at th sam instant is P i R = 3 X L = 4 Q E 8 0 b () E 0 b E 4 0 b E 0 b 5 V () 7 V 3 V 4 V Spac fo Rough Wok

Aakash Talnt Qust 07 5. In th figu shown if R is angl of pos thn th minimum acclation of th wdg fo th block to slid is block Sampl Pap (Engining) 8. In th figu shown two cicula coils hav sam numb of tuns and cay qual cunt in sam sns. If small coil is midway btwn point P and lag coil, thn th atio of magntic fild du to small coil and lag coil at point P is < R a wdg C C P g tan( R + ) () g tan( R ) g tan R g tan 6. In th givn cicuit, th voltmt cods 5 V. Th sistanc of th voltmt (in ohm) is V 00 50 0 V 00 () 00 0 50 7. A voltmt of sistanc 80 connctd acoss a cll ads its voltag to b.4 V whil a potntiomt ads.55 V. Th intnal sistanc of cll is 0 () 0 30 40 4 () 3 7 9. An AC sis LR cicuit consists of 75 V souc of mf, total sistanc of 4 and an inductiv actanc of 48. Th cunt in cicuit is A () A.5 A.5 A 0. In th figu shown, a sph of adius m is olling without slipping on a plank. Th acclations of plank and sph a 3 m/s and 6 m/s in opposit diction spctivly, thn angula acclation of sph (in ad/s ) is 9 ().5 3 4.5 a = 6 m/s m a = 3 m/s Spac fo Rough Wok

Sampl Pap (Engining) Aakash Talnt Qust 07 SECTIN-B : CHEMISTRY. Th quivalnt wight of CI 3 in givn quation is CI 3 + H + H C 4 + 3I 4 + H (M = Molcula wight of CI 3 ) 4. Which is most activ towads Cannizzao action? CH () M 4 M M 5 () CH Cl CH M 7. Which of th following undgo stification mo adily? 3. HCH and C H 5 H () C 3 H 7 CH and C 4 H 9 H C 6 H 5 CH and C 4 H 9 H C 6 H 5 CH and C H 5 H Th poduct (P) is B B B /h Poduct (P) () B B CN CH CH 3 5. Aang th following compound in dcasing od of activity of S N action (I) (II) H CH Cl CH Cl CH Cl (III) CN I > II > III () II > III > I III > I > II I > III > II Spac fo Rough Wok 3

Aakash Talnt Qust 07 6. Which of th following is coct? H > R H > CH CH > NH 3 Acidic stngth Sampl Pap (Engining) 9. Th givn gaph is fo adiabatic vsibl pocss. Th coct match of gass is () (RC) > RCH > R H > R X Boiling point R I > R B > R Cl > R F Ractivity towads nuclophilic substitution All of ths P V A B C 7. Which of th following has unstabl nol fom? A H () A CH 4 B B H C CH 4 C A A CH 4 () B CH 4 B C H C H 0. Mn 4 Acidic mdium Nutal mdium Basic mdium CH C CH C CH 3 3 n-facto fo Mn 4 in acidic, nutal and basic mdium a x, y and z spctivly, thn th valu H H(l) 8. (solid) Fowad diction is favoud by High tmpatu and low pssu () Low tmpatu and low pssu High tmpatu and high pssu Low tmpatu and high pssu of x z y 0 () 4 is. Spac fo Rough Wok 4

Sampl Pap (Engining) Aakash Talnt Qust 07 SECTIN-C : MATHEMATICS. Consid a function dfind as x (sin x)( ), f ( x) x log( x) k, x 0 x 0 If f(x) is continuous at x = 0, thn th valu of k is () 0 3. Lt f(x) = x x 4 0 x ; x 6 b a al valud function. Thn, f'(x) fo < x < 6 is 3. x () 0 x 5 n ( k ) x ( k ) dx n 0n! is qual to k 0 0 log () log log log log 4. Th lngth of th subnomal of th cuv y = x 3 + x + x + at (, 4) is 4 () 36 48 5. Th aa of th llips givn by th quation 3x + 4xy + 3y = is qual to sq. units () 5 5 sq. units sq. units 5 sq. units 6. Spac fo Rough Wok x x (sin x).log. dx x x quals 0 () 4 7. Consid a al valud function f(x) satisfying y x ( f xy) (( f x)) (( f y)) fo all x, y R and f = 5, thn 0 3 ifi ( ) is qual to i (39 5 + 5) () 7 5 + 5 4(5 0 ) 5 0 8. Th numb of al oots of th quation 6/5 3/5 x 6 x 7 0 is 0 () 3 9. Sum of last 40 cofficints in th xpansion of ( + x) 79, whn xpandd in ascnding pows of x, is 39 () 38 80 C 40 9 78 30. Fou ltts a slctd at andom fom th ltts of th wod SUCCESS, thn th pobability that th th ltts a sam and on is distinct is () 6 3 5

u Rsults of vaious lympiads / Scholaship Exams 579 447 85 8 8 in NS (Lvl-I) 06-07 in IM (Lvl-I) 06-07 in NTSE (Stag-I) 07 fo KVPY Fllowship Awad 06 Aakashians Slctd in NSEs 06 u Rsults of Mdical & Engining Entanc Exams 5384 490 4060 4 45584 Classoom + 858 Distanc 37 Classoom + 8 Distanc 3376 Classoom + 684 Distanc 00 Classoom + 39 Distanc in CBSE NEET-UG 07 in AIIMS 07 in JEE (Main) 07 in JEE (Advancd) 07 Rgistd ffic: Aakash Tow, 8, Pusa Road, Nw Dlhi-0005. Ph.: (0) 4763456 Fax: (0) 476347 Wbsit: www.myatq.in E-mail: atq@asl.in TLL-FREE No. 800-80-77, 800-0-77 All India Hlplin No. 39454545 SMS Aakash to 53030