POTENTIAL & CONCEPT EDUCATIONSMost Trusted Institute of North-East

AITS FULL TEST (FT) : FT # 03(JEE MAIN PATTERN)

Target : JEE-MAIN - 2019

Academic Session : 2018 - 19

Date : 24th March, 2019 | Duration : 3 Hours | Max. Marks : 360

Please read the last page of this booklet for the instructions.

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Guwahati - 07 (Assam)Phone No. : +91 92070 - 46780, 96780 - 69546

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COURSE : Dropper, Target, DLP., AITS

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AITS-FT # 03 (Dropper Engineering) - 2018-19

PHYSICS AITS-FT - 03Engineering

1. A ball A is thrown vertically upwards with speedu. At the same instant another ball B is releasedfrom rest at height h. At time t, the speed of Arelative to B is(A) u (B) u – 2 gt

(C) 2u – 2gh (D) u – gt

2. A river is flowing due east with a speed 3ms–1.A swimmer can swim in still water at a speedof 4 ms–1. If swimmer starts swimming duenorth, then the resultant velocity of the swimmeris.(A) 3 ms–1 (B) 5 ms–1

(C) 7 ms–1 (D) 2 ms–1

3. A ball of mass m strikes a rigid wall with speedu at an angle of 30º and get reflected with thesame speed and at the same angle as shown inthe figure. If the ball is in contact with the wallfor time t, then the force acting on the wall is.

(A) omu sin30

t(B)

o2musin 30t

(C) omu cos30

t(D)

o2mu cos30t

4. A particle of mass 1 g moving with a velocity–1

1ˆ ˆv 3i – 2 j ms

experiences a perfectlyinelastic collision with another particle of mass2 g and velocity –1

2ˆ ˆv 4 j – 6k ms

. The velocityof the particle after collisions is :-(A) 2.3 m s–1 (B) 4.6 m s–1

(C) 9.2 m s–1 (D) 6 m s–1

5. A planet moving along an elliptical orbit is closestto the sun at a distance r1 and farthest away ata distance of r2. If v1 and v2 are the linearvelocities at these points respectively, then the

ration 1

2

vv

is -

(A) 2

1

2

rr

(B) 2

1

rr

(C) 2

2

1

rr

(D) 1

2

rr

6. A piece of solid weighs 120 g in air, 80 g inwater and 60 g in a liquid. The relative densityof the solid and that of the liquid are respectively

(A) 2, 12

(B) 2, 32

(C) 3, 12

(D) 3, 32

Dropper Batch

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AITS-FT # 03 (Dropper Engineering) - 2018-19

7. Consider 1ˆ ˆE xi j

and 2 2

2ˆ ˆE xy i x yj

;

then :-(A) only E1 is electrostatic(B) only E2 is electrostatic(C) both are electrostatic(D) none of these

8. Two identical positive charges are fixed on they-axis at equal distance from the origin O. Anegatively charged particle starts on the x-axis,at a large distance from O, moves along the x-axis, passes through O and moves far awayfrom O. Its acceleration a is taken as positivealong its direction of motion. The best graphbetween the particle's acceleration and its x-co-ordinate is represented by :-

(A) (B)

(C) (D)

9. The ratio of the length of four wires is 1 : 2 : 3: 4. The wires are of the same metal and sameradius. If a battery is connected in parallel withthem, the ratio of currents in these wires is :-(A) 12 : 6 : 4 : 3 (B) 6 : 3 : 2 : 1(C) 4 : 3 : 2 : 1 (D) 1 : 2 : 3 : 4

10. Two resistances R1 and R2 are made ofdifferent materials. The temperature coefficientof the material of R1 is and of the material ofR2 is – . The resistance of the seriescombination of R1 and R2 will not change withtemperature, if R1/R2 equals :-

(A) (B) –

(C) 2 2 (D)

11. A 20µF capacitor in a defibrillator is charged to2000 V. The energy stored in the capacitor issent through the patient during a pulse ofduration 4ms the power delivered to the pateintsis :-(A) 10 kW (B) 20 kW(C) 30 kW (D) 40 kW

12. A circular current carrying loop of radius R isbent about its diameter by 90° and placed in a

magnetic field 0ˆ ˆB B i j

as shown in figure.

The torque on the loop is :-

(A) 0 (B) 2

0B I R ˆ ˆ–i – j2

(C) 2

0B I R ˆ ˆi – k2

(D) 2

0B I R k̂2

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AITS-FT # 03 (Dropper Engineering) - 2018-1913. Box may have any series combination of L, C

and R.

Column-I Column-II

(A)

(B)

(C)

(D)

(T) State of resonance(A) A P, T; B R; C P, S; D P, Q(B) A P, R; B S; C T; D P, Q(C) A P, S; B R; C T; D P, Q(D) A P, T; B T; C R; D P, Q

14. A thin wire of length L and uniform linear massdensity is bent into a circular loop with centreO as shown. the moment of inertia of the loopabout the axis XX' is-

(A) 3

2L

8

(B) 3

2L

16

(C) 3

25 L16

(D) 3

23 L8

15. A cubical block of side ‘a’ moving with velocityv on a horizontal smooth plane as shown. It hitsa ridge at point O. The angular speed of theblock after it hits O is :-

(A) 3v4a

(B) 3v2a

(C) 32a (D) zero

16. Two particles of masses m and M are at infinityand at rest. Both particles move towards eachother due to mutual interaction. When thedistance between them is d, the relative velocityof approach will be :–

(A) 1

22GdM m

(B)

122G M m

d

(C) M m2G

d

(D)

2GM m

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AITS-FT # 03 (Dropper Engineering) - 2018-1917. A cone of radius R and height H, is hanging

inside a liquid of density by means of a stringas shown in the figure. The force, due to theliquid acting on the slant surface of the cone is(Neglect atmosphere pressure)

(A) gHR2 (B) HR2

(C) 43 gHR2 (D)

23 gHR2

18. Two thermally insulated vessels 1 and 2 arefilled with air at temperatures (T1, T2), volume(V1, V2) and pressure (P1, P2) respectively. Ifthe valve joining the two vessels is opened, thetemperature inside the vessel at equilibrium willbe :-(A) T1 + T2 (B) (T1 + T2)/2

(C) 1 2 1 1 2 2

1 1 2 2 2 1

T T (P V P V )P V T P V T

(D) 1 2 1 1 2 2

1 1 1 2 2 2

T T (P V P V )P V T P V T

19. The temperature of the two outer surfaces ofa composite slab, consisting of two materialshaving coefficients of thermal conductivity Kand 2K and thickness x and 4x respectively areT2 and T1 (T2 > T1). The rate of heat transferthrough the slab, in a steady state is

2 1A(T – T )K fx

, with f equal to :-

(A) 1 (B) 1/2(C) 2/3 (D) 1/3

20. A Carnot engine has efficiency 1/5. Efficiencybecomes 1/3 when temperature of sink isdecreased by 50 K. What is the temperatureof sink?(A) 325 K (B) 375 K(C) 300 K (D) 350 K

21. A body executes simple harmonic motion underthe action of a force F1 with a time period (4/5)sec. If the force is changed to F2 it executesSHM with time period (3/5) sec. If both theforces F1 and F2 act simultaneously in the samedirection on the body, its time period (inseconds) is :(A) 12/25 (B) 24/25(C) 35/24 (D) 25/12

22. In the figure, the intensity of waves arriving atD from two coherent sources S1 and S2 is I0.The wavelength of the wave is = 4m.Resultant intensity at D will be :

(A) 4I0 (B) I0

(C) 2I0 (D) Zero

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AITS-FT # 03 (Dropper Engineering) - 2018-1923. A glass tube 1.5 m long and open at both ends

is immersed vertically in a water tankcompletely. A tuning fork of 600 HZ is vibratedand kept at the upper end of tube and the tubeis gradually raised out of water. The totalnumber of resonances heard before when thetube comes out of water, (taking v = 330m/s)is:(A) 12 (B) 6(C) 8 (D) 4

24. An observer moves towards a stationary sourceof sound with a speed (1/5)th of the speed ofsound. The wavelength and frequency of thesource emitted are and f respectively. Theapparent frequency and wavelength recordedby the observer are respectively :(A) 1.2 f and (B) f and 1.2 (C) 0.8 f and 0.8 (D) 1.2 f and 1.2

25. In plane convex lens the radius of curvature ofconvex lens is 10 cm. If the plane side ispolished then the focal length will be (µ = 1.5):-(A) 20.5 cm (B) 10 cm(C) 15.5 cm (D) 5 cm

26. The focal length of the lenses of a telescopeare 50 cm & 5 cm the tube of length of telescopewhen the image is formed at the least distanceof distinct vision is :-(A) 45 cm (B) 55 cm

(C) 275 cm6

(D) 325 cm6

27. Ratio of slit width in Y.D.S.E. is 4 : 9. Thencalculate ratio of max to min intensity(A) 1 : 25 (B) 25 : 1(C) 36 : 1 (D) 1 : 36

28. The energy liberated on complete fission of 1kg of 92U235 is (Assume 200 MeV energy isliberated on fission of 1 nucleus) :-(A) 8.2 × 1010 J (B) 8.2 × 109 J(C) 8.2 × 1013 J (D) 8.2 × 1016 J

29. For a substance the average life for -emissionis 1620 years and for emission is 405 years.After how much time the 1/4 of the materialremains after and emission :-(A) 1500 years (B) 300 years(C) 449 years (D) 810 years

30. In the following combinations of logic gates, theoutputs of A, B and C are respectively :-

(A)

(B)

(C)

(A) 0, 1, 1 (B) 0, 1, 0(C) 1, 1, 0 (D) 1, 0, 1

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AITS-FT # 03 (Dropper Engineering) - 2018-19

CHEMISTRY31. The molecule has sp3d2, hybridisation and

square planar shape :(A) SF4 (B) 4BF

(C) 4ICl (D) XeO2F232. The correct statements is / are :

(A) IE1 of In > IE1 of Al(B) Out of Na and Al3+, Na has largest

size in aqueous solution(C) 2NO and O3 are isoelectronic species(D) The decreasing order of E.A. is F > Cl >

Br33. In a closed pack structure of mixed oxides,

the lattice is composed of mixed oxide ions.One eighth of tetrahedral voids are occupiedby divalent cations (A+2) while one half ofoctahedral voids are occupied by trivalentcations (B+3). The formula of mixed oxide is(A) A2BO3 (B) AB2O3(C) A2BO4 (D) AB2O4

34. Observe the following reaction :XeF4 + SbF5 [XeF3]+ [SbF6]¯The correct statement(s) regarding theproduct is / are :(A) XeOF2 and anionic part of the product

have same hybridisation(B) 3I

and cationic part of product havesame number of lone pair on the centralatom

(C) Anionic part of [XeF] + [PF6]¯ isisostructural with the anionic part ofproduct

(D) None of these35. Consider on following molecules

NH3, PH3, AsH3, SbH3Which of the following has the highest boilingpoint ?(A) NH3 because of hydrogen bonding(B) SbH3 because of hydrogen bonding(C) SbH3 because of higher molecular weight(D) PH3 because of lower molecular weight

36.

B will be :(A) CH3 – COOH (B) CH3 – CH2 – OH(C) CH3 – CHO (D)

37. Potential energy of electron present in He+ is

(A)2

0

e2 r (B)

2

0

3e4 r

(C)2

0

e2 r (D)

2

20

e4 r

Dropper Batch AITS-FT - 03Engineering

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AITS-FT # 03 (Dropper Engineering) - 2018-1938. Critical constant for a real gas are given as

TC = 180 K ; Vc = 0.123 L/molPC = 45 atm ; R = 0.082 Latm/mol KThe correct statement for the real gas is -(A) The volume of single gas molecule is

3

23

0.123 10 cc6.023 10

(B) b = 3 × 0.123L mol–1

(C) The Boyle’s temperature is less than180K

(D) Gas cannot be liquified at 200K39. Which of the following will coagulate starch

sol :-(A) NaCl (B) C2H5OH(C) BaCl2 (D) CaSO4

40. For the the reactionI– + 3ClO + H2SO4 Cl– + 4HSO + I2(no free H+ is present).Select the correct statement in the balancedequation (Coefficients in smallest wholenumber ratio.)(A) Iodide ion is reduced(B) Sulphur is oxidised(C) Stoichiometric coefficient of 4HSO is 6(D) Stoichiometric coefficient of H2O is 2

41. Insulin has :-(A) 51 amino acid (B) 41 amino acid(C) 31 amino acid (D) 101 amino acid

42. Select the correct order of the propertyindicated against them :(A) Li+(g)<Be2+(g) < Mg2+(g) (Ionisation

energy)(B) Li+ < Mg2+ > Al3+ (Polarisation power)(C) [Ma3b3] < [M(AA)2cd] < [M(AB)2cd]

(Number of stereo isomers)(D) Mg < Fe < Al (Ascending position of

element in Ellingham graph, elementnearer to Gº = 0 line is kept at last)

43. Identify the major product ?

(A)

(B)

(C)

(D)

44. Which of the following carbohydrate can notreduce tollen's reagent(A) Fructose (B) Maltose(C) Sucrose (D) Lactose

45. Identify the basic amino acid.(A) Glycine (B) Alanine(C) Arginine (D) Aspartic acid

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AITS-FT # 03 (Dropper Engineering) - 2018-1946. Which of the following compound do not gives

isocyanide test.

(A)

(B)

(C) CH3–NH–CH2–CH3

(D)

47. Identify the compound which rotate the planepolarised light.

(A) (B)

(C) (D) CH2ClF

48. 4.3 gm of an alkane is burnt in sufficientoxygen. The CO2 formed reacts completelywith 300 ml, 2N NaOH solution producingNa2CO3. The alkane should be(A) C3H8 (B) C12H26(C) C6H14 (D) C2H6

49. Z vs P graph of four gases is given below atsame temperature

Which of the gases will have the highest valueof critical temperature.(A) D (B) C(C) B (D) A

50. What is the pH of solution obtained by mixing5.076 gm of methyl ammonium nitrate(CH3NH3NO3) to 120 ml, 0.225 Mmethylamine (CH3NH2 ; Kb = 4 × 10–4).(A) 3.7 (B) 4.3(C) 10.3 (D) 11

51. Which of the following planar complex isdiamagnetic and show stereo isomerism :(A) [Ni(gly)2] (B) [Pt(NH3)3Cl]+

(C) [Co(H2O)3Cl3] (D) [Co(en)3]3+

52. Which of following does not represent correctmajor product.

(A)

(B)(C)

(D)53. Which of the following can be used to

differentiate pentan-2-one & pentan-3-one(A) Iodoform test (B) NaHSO3(C) Both (A) & (B) (D) Tollen's reagent

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AITS-FT # 03 (Dropper Engineering) - 2018-1954. In the absorption of a gas solid, Freundlich

isotherm is obeyed. The slope of the plot iszero. Thus the extent of adsorption is :-(A) directly proportional to the pressure of

the gas(B) inversely proportional to the pressure of

thegas(C) independent of the pressure of the gas(D) proportional to the square of the pressure

of the gas55. Enthalpy of dilution of 4M HCl to 2M HCl is

–2.5 kJ/mol. Find enthalpy change when 500ml of HCl is diluted from 4M to 2M(A) –2.5 kJ/mol (B) –5 kJ/mol(C) –10 kJ/mol (D) –1.25 kJ/mol

56. Total number of compounds / ions which haveatleast two bond lengths same out of

2 23 2 3 2CO ,HCOOH,S O , NO Θ

(A) 2 (B) 4(C) 3 (D) 1

57. A metal (M) which exists in oxide form andits oxide is not possible to reduce by carbonup to 800ºC but it is possible to reduce by Aleven below 800ºC. Select correct Ellinghamdiagram for metal (M)

(A) (B)

(C) (D)

58. Which of the following hydride is 'electron-precise' type ?(A) HF (B) H2O(C) SiH4 (D) PH3

59. How are the following compounds related

(A) Diastereomers(B) Enantiomers(C) Meso compounds(D) Identical

60. The dissociation of SO3(g) into SO2(g) &O2(g) is carried out in a closed container ata constant temperature T. The equilibriumconstant for the reaction is KP = x atm2. Thepartial pressure variation for the three gasesis as shown

The value of x is

(A)3

2

32

3

2(B) 22

(C) 1 (D)6

6

32

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AITS-FT # 03 (Dropper Engineering) - 2018-19

61. If a, b and c are unit vectors, then|a – b|2 + |b – c|2 + |c – a|2 does not exceed.(A) 6 (B) 9(C) 5 (D) 2

62.2x

f (x) (–1) , g(x) = |sin x| – |cos x| and

(x) = f(x) · g(x) (where, [.] denote the greatestinteger function), then the respectivefundamental period of f(x), g(x) and (x) are(A) , , /2 (B) , 2, /2(C) /2, /2, /2 (D) None of these

63. The only statement among the following that isa tautology is(A) p (p q) (B) [p (p q)] q(C) p (p q) (D) q [p (q q)]

64. If n 3 3 5 3 5 7(1 x) 1 ...4 4 8 4 8 12

, then

the set of values of x and n are respectively

(A) 1 –1,2 2

(B) –1 –3,2 2

(C) 1 3,2 2

(D) None of these

65. Suppose f is such that f(–1) = –f(x) for every

real x and 1

0f (x)dx 5 , then

0

–1f (t)dt is

equal to(A) – 4 (B) – 2(C) – 6 (D) – 5

66. An closed cylindrical can has to be made with100 m2 of copper. If its volume is maximum,then ratio of its base radius and height is(A) 3 : 2 (B) 2 : 3(C) 1 : 2 (D) 2 : 1

67. The value ofnx1/ x 1/ x 1/ x 1/ x

x

1 2 3 ... nlimn

is

(A) n! (B) n(C) (n – 1)! (D) 0

68. The equation of tangent parallel to y = x drawn

to 2 2x y– 1

3 2 is

(A) y = x ± 1 (B) y = x ± 2(C) y + 3x = 2 (D) None of these

69. If A + B + C = , ei = cos + i sin and2iA –iC –iB

iC 2iB –iA

–iB –iA 2iC

e e e

z e e e

e e e

, then

(A) Re (z) = 4 (B) lm (z) = 1(C) Re (z) = –4 (D) lm (z) = –1

70. At the foot of the mountain, the elevation of itssummit is 45o, after ascending 1000 m towardsthe mountain up a slope of 30o inclination, theelevation is found to be 60o. The height of themountain is

(A) 3 1 m2 (B) 3 – 1 m

2

MATHEMATICSDropper Batch AITS-FT - 03Engineering

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AITS-FT # 03 (Dropper Engineering) - 2018-19

(C) 3 1 m

2 3

(D) None of these

71. If both roots of x2 – (p – 4)x + 2e2 log p – 4 = 0are negative, then p belongs to

(A) (– 2, 4) (B) ( 2, 4)

(C) (4, ) (D) None of these72. Two sides of triangle are the lines

(a + b)x + (a – b)y – 2ab = 0 and(a – b)x + (a + b)y – 2ab = 0. If the triangle isisosceles and the third side passes through point(b – a, a – b), then the equation of third sidecan be(A) x + y = 0 (B) x – b + a = 0(C) y – a + b = 0 (D) None of the above

73. A die is rolled three times, the prohability ofgetting a large number than the previousnumber is

(A) 1

54(B)

554

(C) 5

108(D)

13108

74. 2 2 n nn

1 1 1lim tan tan tan ... tan2 2 2 2 2 2

(A) 1

(B) 1 – 2cot 2

(C) 2 cot 2 (D) None of the above75. Let f(x) = max. {|x2 – 2|x||, |x|} and

g(x) = min.{|x2 – 2|x||, |x|}, then :(A) both f(x) and g(x) are non-differentiable at

5 points.

(B) f(x) is not differentiable at 5 points whetherg(x) is non-differentiable at 7 points.

(C) number of points of non-differentiability forf(x) and g(x) are 7 and 5 respectively.

(D) both f(x) and g(x) are non-differentiable at3 and 5 points respectively.

76. If A(1, 4) and B(3, 0), the maximum area oftriangle ABC inscribed in the ellipse 2x2 + y2 = 18is(A) 6 6 (B) 3 6 6(C) 6 3 (D) 2 5

77. The solution of dy 2y cos xdx

is

(A) 2x

2x ey e [2cos x sin x] C5

(B) 2x

2x ey e [2cos x – sin x] C5

(C) y·e2x = e2x (sin x + cos x)(D) None of the above

78. The hyperbola 2 2

2 2x y– 1a b

, the area of the

triangle formed by the asymptotes and thetangent drawn to it at (a, 0) is(A) 3ab (B) ab

(C) 2ab (D) 1 ab3

79. The number of ordered triplet of positiveintegers which satisfy the inequality 20 x + y+ z 50 is(A) 50C3 – 19C3 (B) 50C2 – 19C2

(C) 51C3 – 20C3 (D) None of these

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AITS-FT # 03 (Dropper Engineering) - 2018-19

80. Evaluate –1 1cos dxx

.

(A) 2elog [x (x –1)] C

(B) –1 1x cos Cx

(C) 2elog [x – (x –1)] C

(D) –1 2

e1x cos – log [x (x –1)] Cx

81. If A, B and C are angles of a triangle and

2 2 2

1 1 11 sin A 1 sin B 1 sin C 0

sin A sin A sin B sin B sin C sin C

,

then the triangle is a/an(A) equilateral (B) isosceles(C) right-angled triangle (D) any triangle

82. Chords of the curve 4x2 + y2 – x + 4y = 0,which subtend a right angle at the origin passthrough a fixed point whose coordinates are

(A) –1 4,5 5

(B) 1 –4,5 5

(C) 1 4,5 5

(D) –1 –4,5 5

83. If |z1| = |z2| and arg 1

2

zz

, then z1 + z2 is

equal to(A) 0 (B) purely imaginary(C) purely real (D) None of the above

84. Let f(x) be a function satisfying

1fxx f (x) 0

x

then value of

sec

cosf (x)dx

is :(A) dependent on (B) 0(C) 1 (D) –1

85. The area of the figure bounded by the parabola(y – 2)2 = x – 1 and tangent to it at the pointwith the ordinate 3 and the x-axis is(A) 3 (B) 6(C) 9 (D) None of the above

86. The geometric mean of 3, 32, ..., 3m is(A) 3m + 1 (B) 3m(m + 1)/2

(C) m 1

23

(D) None of the above87. Coefficient of x11 in the expansion of

(1 + x2)4(1 + x3)7(1 + x4)12 is :(A) 1051 (B) 1106(C) 1113 (D) 1120

88. If e ie the eccentricity of 2 2

2 2x y– 1a b

and be

the angle between the asymptotes, then sec/2is equal to(A) 3e2 (B) 2/e(C) 3e (D) e

Space for rough work Page. 14

AITS-FT # 03 (Dropper Engineering) - 2018-1989. Statement-I : The value of the determinant

5 4 3x 51 y41 z31

x y z is zero. Let x, y and z are

three integers lying beween 1 and 9 such that x51, y 41 and z 31 are three digit numbers.Statement-II : The value of a determinant iszero, if the entries in any two rows (or columns)of the determinant are correspondinglyproportional.(A) Both Statement-I and Statement-II are true

and the Statement-II is the correctexplanation of the Statement-I.

(B) Both Statement-I and Statement-II are truebut the Statement-II is not the correctexplanation of the Statement-I.

(C) Statement-I is false but Statement-II is true.(D) Statement-I is true but Statement-II is false.

90. The line which contains all points (x, y, z) whichare of the form (x, y, z) = (1, –1, 1) + (1, –2, –3)intersects the plane x – y + 4z + 3 = 0 at P andintersects the yz-plane at Q. Find the distancePQ.

(A) 14 (B) 2 14

(C) 3 14 (D) None of these

REV

ISED

AIT

S SC

HED

ULE

AITS FULL TEST (FT) : FT # 03(JEE MAIN PATTERN)

Target : JEE Main - 2019Date : 24 - 03 - 2019

IMPORTANT INSTRUCTIONS

1. Immediately fill the particulars on this page of the Test Booklet with Blue/Black Point Pen. Use of Pencil isstrictly prohibited.

2. When you are directed, fill in the particulars of the Answer Sheet carefully.

3. The test is 3 hours duration.

4. The Test Booklet consists of 90 questions. The maximum marks are 360.

5. There are three parts in the question paper Physics, Chemistry and Mathematics having 30 questions each.

6. For each question, you will be awarded 4 marks if you darken all the bubble(s) correspondind to thecorrect answer(s) and zero mark if no bubbles are darkened. In all other cases, 1 (one) marks will bededucted.

7. There is only one correct response for each question. Filling up more than one response in any questionwill be treated as wrong response and marks for wrong response will be decucted accordingly as perinstructions 6 above.

Filling the ORS (Optical Response Sheet) :

Use only Black ball point pen only for filling the ORS. Do not use Gel/lnk pen as it might smudge the ORS.

8. Write your Roll no. in the books given. Also darken the corresponding bubbles with Black ball point penonly. Also fill your roll no in the space provided.

9. Fill your Paper Code as mentioned on the Test Paper.

10. If student does not fill his/her roll no. and paper code correctly and properly, then his/her marks will notbe displayed and 5 marks will be deducted (paper wise) from the total.

11. Since it is not possible to erase and correct pen filled bubble, you are advised to be extremely careful whiledarkening the bubble corresponding to your answer.

12. Neither try to erase/rub/scratch the option nor make the Cross(X) mark on the option once filled. Do notscribble, smudge, cut, tear, or wrinkle the ORS. Do not put any stray marks or whitener anywhere on theORS.

13. If there is any discrepancy between the written data and the bubbled data in your ORS the bubbled data willbe taken as final.

Name of the candidate

I have read all the instructions and shall abideby them

.............................................................................Signature of the Candidate

Roll Number :

I have read all the instructions and shall abideby them

.............................................................................Signature of the Candidate