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(C) Pressure at A > pressureat B(D) Pressure at B > Pressure(r) A mercury dropis pressed betweentwo parallel platesof glassB(s)at A(t) none11. Column I Column II(A) The coefficient of (p ) with decreasevolume expansion at in pressureconstant pressure is(B) Mean free path of (q) at all temperaturesmolecule increases(C) An ideal gas obeys (r) Same for all gasesBoyle’s and Charle’sLaw(D) A real gas behaves (s) At high temperatureas an ideal gas at lowpressure and(t) noneSECTION – IVInteger answer typeThis section contains 8 questions. The answer to each ofthe questions is a single-digit integer, ranging from 0 to9. The appropriate bubbles below the respectivequestion numbers in the ORS have to be darkened. Forexample, if the correct answers to question numbers X,Y, Z and W (say) are 6, 0, 9 and 2, respectively, thenthe correct darkening of bubbles will look like thefollowing :X Y Z W0123456789012345678912. A ball A is falling vertically downwards withvelocity v 1 . It strikes elastically with a wedge movinghorizontally with velocity v 2 as shown in figure. Findv 1the value of , so that the ball bounces back inv2vertically upward direction relative to the wedge.01234567890123456789BAAv 2v 130ºA13. Portion AB of the wedge shown in figure is roughand BC is smooth. A solid cylinder rolls withoutslipping from A to B. If AB = BC, then find the valueof ratio of translational kinetic energy to rotationalkinetic energy, when the cylinder reaches to point C.AD14. In what minimum time after its motion begins will aBparticle oscillating according to the law x = 7sin 21 πtmove from the position of equilibrium to the positionx = – 7/2 units ?15. A satellite is revolving in a circular equatorial orbit ofradius R = 2 × 10 4 km from east to west. Calculatethe interval (in hrs) after which it will appear at thesame equatorial town. Given that the radius of theearth = 6400 km and g (acceleration due to gravity)= 10 ms –2 .16. Three capillary tubes of same radius 1 cm but oflengths 1m, 2m and 3m are fitted horizontally to thebottom of a long cylinder containing a liquid atconstant pressure and flowing through these tubes.What is the length of a single tube which can replacethe three capillaries.17. Equations of a stationary and a traveling waves are asfollows : y 1 = a sin kx cos ωt and y 2 = a sin (ωt – kx)πThe phase difference between two points x 1 = and 3k3πx 2 = are φ1 and φ 2 respectively for the two waves.2kφ 1Then find the value of .φ218. A coil, a capacitor and an AC source of voltage 24 V(rms) are connected in series. By varying thefrequency of the source, a maximum rms current of6A is observed. If this coil is connected to a batteryof emf 12 V and internal resistance 4 Ω, then find thevalue of current flow through it.19. A potential difference of 10 3 V is applied across anX-ray tube. Calculate the value of ratio of thede-Broglie wavelength of the incident electrons to theshortest wavelength of X-rays produced.CXtraEdge for IIT-JEE 68APRIL 2010
MOCK TEST - AIEEE PATTERNSYLLABUS : Physics : Full syllabus Chemistry : Full syllabus Mathematics : Full syllabusTime : 3 Hours Total Marks : 432Instructions :• Part A – Physics (144 Marks) – Questions No. 1 to 2 and 9 to 30 consist FOUR (4) marks each and Question No.3 to 8 consist EIGHT (8) marks each for each correct response.Part B – Chemistry (144 Marks) – Questions No. 31 to 39 and 46 to 60 consist FOUR (4) marks each andQuestion No. 40 to 45 consist EIGHT (8) marks each for each correct response.Part C – Mathematics (144 Marks) – Questions No.61 to 82 and 89 to 90 consist FOUR (4) marks each andQuestion No. 83 to 88 consist EIGHT (8) marks each for each correct response• For each incorrect response, ¼ (one fourth) of the weightage marks allotted of the would be deducted.PHYSICS1. An P-N-P transistor circuit is arranged as shown. It isa –VPNPR L = 10 KV(A) common base amplifier circuit(B) common-emitter amplifier circuit(C) common-collector circuit(D) None2. A tuning fork and an air column in resonance tubewhose temperature is 51°C produces 4 beats in 1second when sounded together. When thetemperature of the air column decreases, the numberof beats per second decreases. When the temperatureremains 16°C, only 1 beat per second is produced.Then the frequency of the tuning fork is -(A) 55 Hz(B) 50 Hz(C) 68 Hz(D) none3. For wave propagation wrong statement is -(A) The wave intensity remains constant for a planewave(B) The wave intensity decreases as the inverse of thedistance from the source for a spherical wave(C) The wave intensity decreases as the inversesquare of the distance from the source forspherical wave(D) Total intensity of the spherical wave over thespherical surface centered at the source remainsconstant at all times4. Statement-1: Temperature of the body is loweredconsiderably if we put wet clothes.Statement -2: Specific heat of water is high.(A) Both statement -1 and statement -2 are trueand statement -2 is a correct explanation ofthe statement -1(B) Both statement -1 and statement -2 are truebut statement -2 is not a correct explanationof the statement -1(C) Both statement -1 and statement -2 arefalse(D) statement -1 is false but the statement -2 istrue.5. An observer starts moving with uniform acceleration atoward a stationary sound source emitting a whistle offrequency n. As the observer approaches source, theapparent frequency n' heard by the observer varieswith time as –(A)(C)n'n'timetime(B)(D)n'n'timetime6. The main scale of a spectrometer is divided into720 divisions in all. If the vernier scale consists of30 divisions, the least count of the instrument is(30 division of vernier scale coincide with29 division of main scale) -(A) 0.1°(B) 1''(C) 1'(D) 0.1''XtraEdge for IIT-JEE 69APRIL 2010
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Volume - 5 Issue - 10April, 2010 (M
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Volume-5 Issue-10April, 2010 (Month
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Hospital in Parel and ApolloHospita
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KNOW IIT-JEEBy Previous Exam Questi
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CHEMISTRY6. From the following data
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(ii)OHH + CH 3OH⊕PorClPClClOCH 3O
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Physics Challenging ProblemsSet #12
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8 QuestionsSolutionSet # 11Physics
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Page 22 and 23: PHYSICSSStudents'ForumExpert’s So
Page 24 and 25: If the body loses this heat in time
Page 26 and 27: Perfect gas equation :From the kine
Page 28 and 29: The internal energy of n molecules
Page 30 and 31: * The binding energy per nucleon is
Page 32 and 33: KEY CONCEPTOrganicChemistryFundamen
Page 34 and 35: KEY CONCEPTPhysicalChemistryFundame
Page 36 and 37: UNDERSTANDINGOrganic Chemistry1. An
Page 38 and 39: The starting compound (A) reacts wi
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Page 43 and 44: MATHEMATICAL CHALLENGESSOLUTION FOR
Page 45 and 46: A 2 ⎛ 3s − 2s ⎞ s≤ s ⎜
Page 47 and 48: 5. Let z 1 , z 2 and z 3 are unimod
Page 49 and 50: If I n =∫x n . e ax dx, then I n
Page 51 and 52: The common difference of an A.P. is
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Page 55 and 56: 4. Consider the following reactions
Page 57 and 58: 15. What would be the structure of
Page 59 and 60: 14. If line lies inside the region
Page 61: 6. A BTwo containers A & B contain
Page 64 and 65: MOCK TEST FOR IIT-JEEPAPER - IITime
Page 66 and 67: SECTION - IVInteger answer typeThis
Page 68 and 69: X Y Z W0123456789012345678912. If z
Page 72 and 73: 7. Experimental verification of New
Page 74 and 75: 28. Assertion : A rocket moves forw
Page 76 and 77: 60. Point out the incorrect stateme
Page 78 and 79: MOCK TEST - BIT-SATTime : 3 Hours T
Page 80 and 81: 22. The displacement of interfering
Page 82: 40. A body of mass 2 kg is being dr
Page 85 and 86: 10. The foci of a hyperbola coincid
Page 87 and 88: LOGICAL REASONING1. Fill in the bla
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Page 91 and 92: or 0.1 v α + 1 = 2 + 2 × 10 -2 ×
Page 93 and 94: 12.[A, B, C, D]13.[B]2x t − 5t +
Page 95 and 96: R l=sin 45º sin 30ºR sin 45º = =
Page 97 and 98: 1.[C]2.[B]3.[B]SOLUTION FOR MOCK TE
Page 99 and 100: 5.[A,B,D] We have adj A = |A| A -1a
Page 101 and 102: (1, 1)7λ 5.5× 10t min = =P4n 4×1
Page 103 and 104: K TFor a cylinder = 2 in case ofK R
Page 105 and 106: ∴17.[C]Potential of shell A is,1
Page 107 and 108: 39.[B] Solution is decinormal, that
Page 109 and 110: 71.[B]which is a H.P.n th term of c
Page 111 and 112: 85.[C] Letters of word 'STATISTICS'
Page 113 and 114: 13. [B] Point P lies on the arms CD
Page 115 and 116: 33. [B] For quarter revolution∆ V
Page 117 and 118: 16.[A]NH 2⎯ 0−5°C+ NaNO 2 + 2H
Page 119 and 120: 11.[B]→ →∴ α & β are two mu
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1/ 21 -2∫2 x 2 dx⇒⇒01 2 - 3 2
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CAREER POINTIn associationwithLaunc
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