FT # 06 (JEE-MAIN PATTERN) Dropper Engineering Batch

POTENTIAL & CONCEPT EDUCATIONSMost Trusted Institute of North-East

ANTS FULL TEST (TEST CODE) : FT # 06

(JEE-MAIN PATTERN)

Dropper Engineering Batch

Academic Session : 2020 - 21

Date : 13th June, 2021 | Duration : 3 Hours | Max. Marks : 300

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

Potential & Concept EducationsCorporate Office : 160, Rajgarh Road, Near Big Bazar, Above Baroda Bank, 4th Floor, Guwahati - 07 (Assam)

Phone No. : +91 92070 - 46780, 96780 - 69546www. potentialconcept.com

Note : For Answer keys please log on to : www.potentialconcept.com

COURSE : Dropper, Target, DLP., ANTS

Space for rough work Page. 2

ANTS-FULL TEST # 06 (Dropper Engineering Batch) - 2020-21

PHYSICS ANTS-FT # 06Engineering

1. A ball is dropped from the top of a building.The ball takes 0.5 s to fall past the 3 m lengthof a window some distance from the top ofthe building. If the speed of the ball at the topand at the bottom of the window are vT andvB respectively, then (g = 9.8 m/s2)(A) vT + vB = 12ms–1

(B) vT – vB = 4.9ms–1

(C) vB + vT = 1ms–1

(D) B

T

v 2v

2. Two blocks m1 = 4 kg and m2 = 2 kg,connected by a weightless rod on a planehaving inclination of 37o. The coefficients offriction of m1 and m2 with the inclined planeare = 0.25 each. Then the commonacceleration of the two blocks and the tensionin the rod are

(A) 4 m/s2, T = 0 (B) 2 m/s2, T = 5N(C) 4 m/s2, T = 0N (D) 2 m/s2, T = 9N

3. Velocity - time graph of a particle moving ina straight line is as shown in the figure. Massof the particle is 2 kg. Work done by all theforces acting on the particle in time intervalbetween t = 0 to t = 10 s is

(A) 300 J (B) –300J(C) 400 J (D) – 400 J

4. A particle of mass m moving with a speed vhits elastically another stationary particle ofmass 2 m on a smooth horizontal circular tubeof radius r. The time in which the next collisionwill take place is equal to

(A)2 R

v

(B)4 R

v

(C)3 R2v

(D)Rv

Dropper Batch


ANTS-FULL TEST # 06 (Dropper Engineering Batch) - 2020-215. A ring of mass m is rolling without slipping

with linear velocity v as shown in figure. Arod of identical mass is fixed long one of itsdiameter. The total kinetic energy of thesystem is

(A) 27 mv5

(B) 22 mv5

(C) 25 mv3

(D) 25 mv4

6. A satellite can be in a geostationary orbitaround earth at a distance r0 from the centerof earth. If the angular velocity of earth aboutits axis is increased eight times to its initialangular velocity. Then a satellite can now bein a geostationary orbit around earth if itsdistance from the earth is

(A) 0r2 (B) 4r0

(C) 0r4

(D) 0r2

7. A liquid is filled in a spherical container ofradius R upto a height h. At this position theliquid surface at the ends is also horizontal.The contact angle is

(A) 0 (B) 1 R hcosR

(C) 1 hcosR

(D) 1 R hsinR

8. A cylindrical block of wood of mass m andarea of cross section A is floating in water(density = ) with its axis vertical. Whendepressed a little and then released the blockstarts oscillating. The period of oscillations is

(A)m2Ag

(B)

mg2A

(C) Ag2m

(D)

A2mg

9. Two speakers A and B, placed 1 m apart,each produce sound waves of frequency 1800Hz in phase. A detector moving parallel toline of speakers distant 2.4 m away detects amaximum intensity at O and then at P. Speedof sound wave is

(A) 330 ms–1 (B) 360 ms–1

(C) 350 ms–1 (D) 340 ms–1


ANTS-FULL TEST # 06 (Dropper Engineering Batch) - 2020-2110. Consider isothermal expansion of 0.5 mole of

an ideal gas when Q amount of heat is addedto it. Following graph shows variation involume V with Q. Find the temperature of

the gas 25(1n 3 10, 25R3

J/ mole–K)

(A) 360 K (B) 260 K(C) 390 K (D) 490 K

11. A beam of diameter d is incident on a glasshemisphere as shown if the radius of thecurvature of the hemisphere is very large incomparison to d, then the diameter of the beamat the base of the hemisphere will be

(A)3 d4

(B) d

(C)d3

(D)2 d3

12. In the Young's double slit experiment apparatusshown in figure, the ratio of maximum tominimum intensity on the screen is 9. Thewavelength of light used is , then the valueof y is

(A)Dd

(B)D

2d

(C)D

3d

(D)D

4d

13. Two identical positive charges are fixed onthe y-axis at equal distances from the originO. A particle with a negative charge starts onthe negative x- axis at a large distance fromO, moves along the x-axis, passed through Oand moves far away from O. Its accelerationa is taken as positive along its direction ofmotion. The particles acceleration a is plottedagainst its coordinate. Which of the followingbest represents the plot ?

(A) (B)



(C) (D)

14. In the circuit shown in figure potentialdifference between points A and B is 16V.The current passing through 2ƒÇ resistancewill be

(A) 2.5 A (B) 3.5 A(C) 4.0 A (D) zero

15. Find VA – VB in steady state

(A) 8V (B) 16V(C) 24V (D) Data is insufficient

16. Radius of an electron moving in a circle inconstant magnetic field is two times that ofan -particle in the same field. Then de-Brogile wavelength of electrons is x-times thatof the -particle. Here x is(A) 2 (B) 1/2(C) 1 (D) 4

17. The adjoining diagram shows the biasing ofan non-transistor in common emitter configurationused in an amplifier. The design of thetransistor is such that 98% of the chargecarriers passing though the emitter reach thecollector. If base current charges from 50Ato 100A, then the corresponding change inthe voltage across the load resistance RL willbe

(A) 0.25 V (B) 0.5 V(C) 24.5 V (D) 49.0 V

18. The x-y plane is the boundary between twotransparent media. Medium –1 with z 0 hasa refractive index 2 and medium –1 with z 0has a refractive index 3 . A ray of light inmedium -1 given by vector ˆA 3i k isincident on the plane of separation. The unitvector in the direction of the refracted ray inmedium – 2 is

(A)1 ˆ ˆ(k i)2

(B)1 ˆ ˆ(i j)2

(C)1 ˆ ˆ(i k)2

(D)1 ˆ ˆ(i k)2


ANTS-FULL TEST # 06 (Dropper Engineering Batch) - 2020-2119. A uniform rod AB of mass m and length l is

at rest on a smooth horizontal surface. Animpulse J is applied to the end B perpendicularto the rod in horizontal direction. Speed of

particle P at a distance 16

from the centre

towards A of the rod after time mt12J l is

(A)J2m

(B)J2m

(C)Jm

(D)J2m

20. P-T diagram is shown below. Then choosethe corresponding V-T diagram

(A) (B)

(C) (D)

Integer Type21. A small electric car has a minimum constant

acceleration of 1 m/s2, a maximum constantdeceleration of 2 m/s2 and a maximum speedof 20 m/s. The amount of minimum time itwould take to drive this car 1 km startingfrom rest is (13n) second. Find the value ofn.

22. The potential energy of a particle isdetermined by the expression U = (x2 + y2),where is a positive constant. The particlebegins to move from a point with thecoordinates (3,3) only under the action ofpotential fields force. When it reaches thepoint (1,1) its kinetic energy is 4K . Find thevalue of K.

23. A mass m1 lies on a fixed smooth cylinder.An ideal chord attached to m1 passes overthe cylinder and is connected to m2. Thesystem is released at = 30o. Accelerationof m1 just after releasing the system is 5/n m/s2, find the value of n.

24. A small ball rolls off the top landing of thestaircase. It strikes the midpoint of the firststep and then the midpoint of the second step.The steps are smooth, and identical in heightand width. The coefficient of restitutionbetween the ball and the first step is (0.15x).Find the value of x.


ANTS-FULL TEST # 06 (Dropper Engineering Batch) - 2020-2125. Two thin planks are moving on a four identical

cylinders as shown. There is no slipping atany contact points. Calculate the ratio ofangular speed of upper cylinder to lowercylinder

26. An ambulance blowing a siren of frequency700 Hz is travelling slowly towards verticalwall with a speed of 2 m/s. The speed ofsound is 350 m/s. How many beats are heardper sec to the driver of the ambulance ?

27. A TV transmission tower has a height of 240m. Signals broadcast from this tower will bereceived by LOS communication at amaximum distance of (assume the radius ofthe earth to be 6.4 × 106 m)

28. A block of mass 3 kg is attached with an idealspring of spring constant 900 N/m. The otherend of the spring is connected with a rigidwall. A fixed convex mirror of radius ofcurvature 120 cm is placed at a distance 110cm from the block and the spring is in itsnatural length. The spring is extended by the100 cm and released. The speed of the image

of block is 15 m ,n s

when extension in the

spring remains 50 cm. Find the value of n.

29. A positive charge particle enters and comesout (at 60o and 37o as shown) from a uniformmagnetic field which is perpendicular to paperinwards in a finite space of width 60 cm asshown in figure. Find the radius of curvatureof the charged particle (in meter) when it isinside the magnetic field

30. Consider the two loops with common centerand on the same plane as show in the figure.The large circular loop has radius R=10 cmand the small square loop has side a = 1 cm.There is a current circulating in the large loop

given by i(t) = i0/ with 20

2i 100A, 2 10 sec.

Emf (in microvolts) induced in the small loopis



CHEMISTRY

31.

(A) (B)

(C) (D)

32.

the product A is ?

(A)

(B)

(C)

(D)

33.

(A)

(B)

(C)

(D)

34. Which carbonyl compound has maximumdipole moment ?

(A) (B)

Dropper Batch ANTS-FT # 06Engineering



(C) (D)

35.3

AgCN NaOH3 2 B O

CH CH Br A B; B is

(A) CH3CH2NHCH3(B) CH3 – CH2 – CH2 – NH2(C) CH3 – CH2 – NH2

(D)

36. Invert sugar is an equimolar mixture of(A) D-Glucose and D-Fructose(B) D-Glucose and L-Fructose(C) D-Glucose and L- Glucose(D) D-Fructose and L-Fructose

37. Match the polymers in column I with theirmain uses in column II and choose the correctanswer

Column-I Column-II(i) Polystyrene (p) Paints and

lacquers

(ii) Glyptal (q) Rain coats

(iii) Polyvinyl chloride (r) Manufacture of toys

(iv) Bakelite (s) Computer discs

(A) (i)-(q), (ii)-(p), (iii)-(r), (iv)-(s)(B) (i)-(r), (ii)-(p), (iii)-(q), (iv)-(s)

(C) (i)-(q), (ii)-(s), (iii)-(r), (iv)-(p)(D) (i)-(r), (ii)-(s), (iii)-(r), (iv)-(p)

38. When 2.5 g of a sample of Mohr's salt reacts

completely with 50 mL of N10

KMnO4 solution.

The % purity of the sample of Mohr's salt is(A) 78.4 (B) 70(C) 37 (D) 40

39. Potential energy of electron present in He+ is

(A)2

0

e2 r (B)

2

0

3e4 r

(C)2

0

2e4 r (D)

2

0

e4 r

40. Consider the following statements. If theVander Waal's parameters of two gases aregiven as

a/dm6 bar mol–2 b/dm3 mol–1

Gas A 6.5 0.055Gas B 2 0.01Then :1. Critical volume of A< Critical volume of B2. Critical pressure of A> Critical pressure of B3. Critical temperature of A> Criticaltemperature of BWhich of the above statements is/are incorrect ?(A) 1 alone (B) 1 and 2(C) 1, 2 and 3 (D) 2 and 3


ANTS-FULL TEST # 06 (Dropper Engineering Batch) - 2020-2141. A cyclic process ABCD is shown in P-V

diagram for an ideal gas. Which of thefollowing diagram represents the sameprocess ?

(A) (B)

(C) (D)

42. STATEMENT-I: If Qp < Kp reaction movesin direction of reactantsSTATEMENT-II: Reaction quotient is definedin the same way as equilibrium constant atany stage of the reaction(A) Statement 1 is true, statement 2 is true,

statement 2 is a correct explanation forstatement 1

(B) Statement 1 is true, statement 2 is true,statement 2 is NOT a correct explanationfor statement 1

(C) Statement 1 is true , statement 2 is false(D) Statement 1 is false, statement 2 is true

43. 150 mL of 0.0008 M ammonium sulphate ismixed with 50 mL of 0.04 M calcium nitrate.The ionic product of CaSO4 will be : Ksp =2.4 × 10–5 for CaSO4(A) < Ksp (B) > Ksp(C) Ksp (D) none of these

44. The ionic radii (in Ao) of N3–, O2– and F– arerespectively(A) 1.71, 1.40 and 1.36(B) 1.71, 1.36 and 1.40(C) 1.36, 1.40 and 1.71(D) 1.36, 1.71 and 1.40

45. Pb which is present as impurity in silver isremoved by(A) Parke's process(B) pattinson process(C) cupellation(D) addition of Zn in molten silver

46. Identify salt (S)2 4dil.H SOKOH ,

( Y ) ( X )Gas Salt(S) Gas

(A) Na2CO3 (B) NH4Cl(C) (NH4)2SO3 (D) CaS

47. Which of the following order is INCORRECTfor the indicated property ?(A) BeO < MgO (basic strength)(B) BeF2 < MgF2 < CaF2 < SrF2 < BaF2

(Solubility)(C) SO2 > SeO2 > TeO2 (acidic strength)(D) NaCl > KCl > RbCl > CsCl (melting

point)


ANTS-FULL TEST # 06 (Dropper Engineering Batch) - 2020-2148. Orange solid (S1) diamagnetic gas +

only green residueOrange solid (S2) paramagnetic gas +greensolid + yellow solidS1 and S2 are respectively(A) (NH4)2 Cr2O7, KNO3(B) Na2Cr2O7, K2Cr2O(C) K2Cr2O7, (NH4)2 Cr2O7(D) (NH4)2Cr2O7, Na2Cr2O7

49. Which among the following is the mostreactive ?(A) I2 (B) ICl(C) Cl2 (D) Br2

50. Statement-1: Boric acid (H3BO3) andfluoroboric acid (HBF4) both are mono basicacid in waterStatement-2: Both the acid are OH-acceptorsrather than proton donors(A) Statement 1 is true, statement 2 is true,

statement 2 is a correct explanation forstatement 1

(B) Statement 1 is true, statement 2 is true,statement 2 is NOT a correct explanationfor statement 1

(C) Statement 1 is true , statement 2 is false(D) Statement 1 is false, statement 2 is true

Integer Type51. For the complex compound [Pt(NH3)(H2O)

(py)(NO2)]+, total number of geometricalisomers will be

52. Total number of molecules in which all thepossible bond angles are identicalCO2, BeF2, CF4, SF6, C2H2, BCl3, NF3, SF6

53. Find total number of statements which is / arecorrect for para hydrogen(I) the two nuclei of H2 spinning in same

direction(II) the two nuclei of H2 spinning in opposite

direction(III) has lower energy(IV) spin of both nuclei is parallel(V) It is 100% at absolute zero(VI) It is 75% at high temperature

54. Find out number of compounds which aremore stabilize in ionic structure, from following

55. Total number of stereoisomer possible for thecompound-H3C – CH = CH – CH = CH – CH = CH – Ph


ANTS-FULL TEST # 06 (Dropper Engineering Batch) - 2020-2156. How many of the following addition reactions

are syn addition reaction

a)

b)

c) 2 4H .Pd BaSO3 3H C C C CH

d) 3Na.Liq.NH3 3H C C C CH

e)

f)

g)

h)

57. 16 g of SOx gas occupies 5.6 L at 1 atm and273 K. What will be the value of x ?

58. Reaction A + B C + D follows rate law,r = k[A]1/2[B]1/2. Starting with 1 M of A andB each, what is the time taken forconcentration of A become 0.1 M ?[Given k = 2.303 × 10–2 sec–1]

59. The element indium is to be obtained byelectrolysis of a molten halide of the element.Passage of a current of 3.20 A for a periodof 40.0 min results in formation of 03.05 g ofIn. What is the oxidation state of indium inthe halide melt ? (Atomic mass of In = 114.8)

60. For the coagulation of 50 mL of ferrichydroxide sol 10 mL of 0.5 N KCl is required.What is the coagulation value of KCl ?



61. For any two real numbers and , we defineR, if and only if sec2 – tan2 = 1. Therelation 'R' is(A) reflexive but not transitive(B) symmetric but not reflexive(C) both reflexive and symmetric but not

transitive(D) an equivalence relation

62. If x, if x is rational

f (x)0, if x is irrational

and

0, if x is rationalg(x)

x, if x is irrational

then, f – g is(A) one-one and into(B) neither one-one nor onto(C) many one and onto(D) one-one and onto

63. If 2x cos , x 0,x R

f (x) x0, x 0

then 'f' is

(A) differentiable both at x = 0 and x = 2(B) differentiable at x = 0 but not

differentiable at x = 2(C) not differentiable at x = 0 but not

differentiable at x = 2(D) differentiable neither at x = 0 nor at x = 2

64. If y = sinx.sin2x.sin3x, ......... sin nx, then dydx

is

(A)n

k 1k.tan kx

(B)

n

k 1

y. k.cot kx

(C)n

k 1

y. k.tan kx (D)

n

k 1

cot kx

65. If f(x) =x.ex(1–x), then f(x) is .....(A) increasing on R

(B) decreasing on 1 ,12

(C) increasing on 1 ,12

(D) decreasing on R

66.4

2 4 2 1/ 2

x 1 dxx (x x 1)

is equal to

(A)4 2x x 1 c

x

(B)2

4 2

x cx x 1

(C) x(x4 + x2 + 1)1/2 + c

(D)4 2x x 1 c

x

67.

1/ n

Lim nn

n!n

equals

(A) e (B) 1/e(C) /4 (D) 4/

MATHEMATICSDropper Batch ANTS-FT # 06Engineering


ANTS-FULL TEST # 06 (Dropper Engineering Batch) - 2020-2168. The area enclosed by the curves

|y + x| 1, |y – x| 1 and 2x2 + 2y2 = 1 is

(A) 22

(B) 2

2

(C) 32

(D) 3

2

69. If y(x) is the solution of the differential

equation 2xdy 2x 1 y e ,x 0dx x

where

21y(1) e ,2

then

(A) y(loge 2) = loge 4

(B) ee

log 2y(log 2)4

(C) y(x) is decreasing in 1 ,12

(D) y(x) is decreasing in (0, 1)70. Negation of the conditional, "If it rains, I shall

go to school" is(A) It rains and I shall go to school(B) It rains and I shall not go to school(C) It does not rain and I shall go to school(D) None of the above

71. If the point P(h, k) lies on the line 2x + 3y = 5such that |PA – PB| is maximum whereA(2, 3) and B(1,2). Then the value of (3h + 2k)is equal to(A) 3 (B) 2(C) 5 (D) 4

72. A circle S = 0 passes through points of intersectionof circles x2 + y2 – 2x + 4y – 1 = 0 andx2 + y2 + 4x – 2y – 5 = 0 and cuts the circlex2 + y2 – 4 = 0 orthogonally. Then the lengthof tangent form origin on circle S = 0 is(A) 3 (B) 2(C) 1 (D) 0

73. Sum of slopes of two normal (other than axis)to the parabola y2 = 4x which are tangents tox2 = –12y is(A) 3 (B) 3/2(C) 2 (D) – 3

74. If a tangent of slope 2 on the ellipse2 2

2 2

x y 1a b

is a normal to the circle x2 + y2

+ 4x + 1 = 0, then maximum value of ab is(A) 1 (B) 2(C) 3 (D) 4

75. The locus of the mid points of the chords ofthe circle x2 + y2 = 16, which are tangent tothe hyperbola 9x2 – 16y2 = 144 is(A) x2 + y2 = 7(B) (x2 + y2)2 = 7(C) (x2 + y2)2 = 16x – 9y2

(D) (x2 + y2)2 = 2576. The shortest distance between the lines

2x + y + z – 1 = 0 = 3x + y + 2z – 2 andx = y = z is

(A)12 (B) 2



(C) 32 (D)

32

77. If u, v,w be three vectors of magnitude3,1,2 such that u (u w) 3v 0

and isthe angle between u and w , then cos2 isequal to

(A) 14

(B) 9

16

(C) 34

(D) 12

78. The range of 2

2

sec x | secx | 4ysec x | sec x | 4

is

(A)3 ,15

(B)

1 ,12

(C)2 ,13

(D)

1 ,13

79. If two equations x2 – cx + d = 0 and x2 – ax

+ b = 0 have one common root and secondequation has equal roots then 2(b + d) =(A) 0 (B) a + c(C) ac (D) – ac

80. If a1 + 2a2 + 3a3 + 4a4 = 1000 where ai > 0 i = 1,2,3,4 and maximum value of

2 3 4 q1 2 3 4a .a .a .a p ; p,q N then least value of (p + q)

is .....(A) 30 (B) 50(C) 90 (D) 100

Integer Type81. Let the number of non-negative integral

solution of the inequality x + y + z 6 be 'm'and number of natural solutions of theinequality x + y + z + t < 10 be 'n', the value

of n20 ......m

82. If 6

2 6 61 20 1 1 62 6

bb b1x 1 a ax ax .... a xx x x x

then find the value of a0 ...

83. If

p q b r cp a q r c 0,p a q b r

then value of

p q ra b c is ...

84. Two cards are drawn at random from a packof playing cards. If odds against that one cardis a heart and the other is an ace, are m : 1,find m.

85. A company has two plants to manufacturescooter. Plant I manufactures 70% of thescooters and plant II manufactures 30%. Atplant I, 80% of the scooters are rated as ofstandard quality and plant II, 90% of thescooters are rated as of standard quality. Ascooter is choosen at random and is found tobe of standard quality. If the probability thatit is from plant II can be expressed in lowest

rational as a ,b

find (b – a).


ANTS-FULL TEST # 06 (Dropper Engineering Batch) - 2020-2186. Let A = [aij]3×3 be a scalar matrix whose

elements are the roots of the equation.x9 – 6x8 + 12x7 – 8x6 = 0 and B = diag (b11,b22, b33) be a diagonal matrix where

3 3

rr ijj 1 i 1

b a r 1,2,3.

If 6

| adj B| padj(adj(adjA)) q

where p, q are relatively prime number, then(q – 2p) =

87. If number of words which can be formedusing all the letters from the word"EDUCATION" so that vowels are always inalphabetical order and A, N and E occupy2nd, 3rd and 4th positions only is 6 , then

value of 6

is

88. Let Z = cos (0.001) + i.sin (0.001) be acomplex number. Find the smallest positiveinteger n so that Zn has an imaginary partwhich exceeds 0.5. (Use = 3.14157).

89. A line from the origin meets the lines

x 2 y 1 z 11 2 1

and x 8/3 y 3 z 1

2 1 1

at P and Q respectively. If the distance PQ = l,then value of [l] = ..... ( [.] denotes greatestinteger function)

90. If 2r be the distance by which the circlex2 + y2 – 5x – 3y + 8 = 0 should roll upon itstangent drawn at (2, 2) so that it's equationbecomes x2 + y2 – 8x – ay + c = 0 then find

value of r a c

8

Date : 13 - 06 - 2021ANTS FULL TEST (TEST CODE) : FT # 06

(JEE MAIN PATTERN)Dropper Engineering Batch

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

IMPORTANT INSTRUCTIONS1. Immediately fill the particulars on this page of the Test Booklet with Blue/Black Point Pen. Use of Pencil is

strictly prohibited.2. When you are directed, fill in the particulars of the Answer Sheet carefully.3. The test is 3 hours duration.4. There are 3 parts in the question paper: Physics, Chemistry and Mathematics, having 30 questions each.5. The Test Booklet consists of 90 questions with 30 questions each in all the three parts. You will have to

appear 20 compulsory MCQ and 5 compulsory numerical questions (out of 10 questioins) in each part. Themaximum marks are 300.

6. Out of the total 30 questions in each part, you will have to appear only 25 questions .7. Marking Scheme

(i) Marking Scheme for MCQs - Correct Answer Four Mark (+4)Incorrect Answer Minus one Mark (–1)Unanswered/Marked for Review No mark (0)

(ii) Marking Scheme for questions for which answer is numerical valueCorrect Answer Four Mark (+4)Incorrect Answer No mark 0)Unanswered/Marked for Review No mark (0)

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 not

be 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 while

darkening 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 not

scribble, 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.

FT # 06 (JEE-MAIN PATTERN) Dropper Engineering Batch

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