E/12/2018 Test Booklet Code - focus SAUDI
Transcript of E/12/2018 Test Booklet Code - focus SAUDI
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E/12/2018
Test Booklet Code:
Name of the candidate (in Capital letters):
Roll Number : in figures
: in words
Examination Centre Number
Name of the examination Centre (in capital letters):
Candidate’s Signature:
Invigilator’s Signature:
PAPER-1: PHYSICS, CHEMISTRY & MATHEMATICS
Do not open this Test Booklet until you are asked to do so.
Read carefully the Instructions on the Back Cover of this Test Booklet.
E/12/2018 [Space for rough work] Page 1
PART A –PHYSICS
ALL THE GRAPHS/DIAGRAMS GIVEN ARE
SCHEMATIC AND NOT DRAWN TO SCALE
1. A fish in water sees an object 24 cm
above the surface of water. The height of
object above the surface of water that
will appear to fish is : ( = 4/3)
1) 32 cm
2) 8 cm
3) 24 cm
4) 18 cm
2. The current in the given circuit is
1) 8.31 A
2) 6.82 A
3) 4.92 A
4) 2 A
3. What is the value of L for which the
current is maximum in a series LCR
circuit with C = 10 F and = 100 s-1
1) 1 mH
2) 10 mH
3) 100 mH
4) cannot be calculated
4. A transformer reduces 220 V to 11 V.
the primary draws 5A of current and
secondary 90 A. the efficiency of the
transformer is
1) 20%
2) 40%
3) 70%
4) 90%
5. A transmitting antenna of height h and
the receiving antenna of height 45 m are
separated by a distance of 40 km for
satisfactory communication in LOS
mode. Then the value of h is, (radius of
earth is 6400 km)
1) 15 m
2) 20 m
3) 30 m
4) 25 m
6. A physical parameter ‘a’ can be determined
by measuring the parameters b,c,d and e
using the relation a=
. If the maximum
errors in the measurement of b,c,d and e are
b1%, c1%, d1% and e1%, then the maximum
error in the value determined by the
experiment is
1) (b1 c1 d1 e1) %
2) (b1 c1 d1 e1)%
3) ( b1 c1 d1 e1)%
4) ( b1 c1 d1 e1)%
4.8V
RA =3 RB =6
RC =6
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7. A particle starts moving rectilinearly at time
t = 0 such that its velocity v changes with
time t according to the equation v = t2 t
where t is in seconds and v is in m/s. find the
time interval for which the particle retards.
1)
t 1
2)
t 1
3)
t 1
4)
t
8. A particle starts from rest and travel a
distance x with uniform acceleration, then
moves uniformly a distance 2x and finally
comes to rest after moving further 5x with
uniform retardation. The ratio of maximum
speed to average speed is
1)
2)
3)
4)
9. A gun is aimed at a target in a line of its
barrel. The target is released and allowed to
fall under gravity at the same instant the gun
is fired. The bullet will
1) Pass above the target
2) Pass below the target
3) Hit the target
4) Certainly miss the target
10. If 4 3 and 6 8 then
magnitude and direction of will be
1) 5,
2) 5 ,
3) 10,
4) 25,
11. When a force of 0.1 N is applied, the
spring is stretched by 1.5 cm. the spring
is cut into three parts and one part is
stretched by 3 cm. find the force
required for doing so
1) 0.2 N
2) 0.3 N
3) 0.4 N
4) 0.6N
12. The speed of a homogenous solid sphere
after rolling down an inclined plane of
vertical height h from rest without sliding is
1)
2)
3)
4)
13. Two metal rods A and B having their
initial length in the ratio 2 : 3 and the
coefficients of linear expansion in the
ratio 3 : 4. When they are heated through
the same temperature difference, the
ratio of their linear expansion is
1) 3 : 4
2) 1 : 2
3) 2 : 3
4) 4 : 3
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14. Two wires of the same length and radius
are joined end to end and loaded. If the
Young’s modulus of the material of the
wires are Y1 and Y2, the combination
behaves as a single wire of Young’s
modulus
1) Y1 + Y2
2) 21YY
3) 2
)YY( 21
4) )YY(
YY2
21
21
.
15. A capillary tube of radius r is immersed
vertically in a liquid such that liquid
rises to height h( less than the length of
tube). Mass of the liquid in the capillary
tube is m. if radius of the tube is
increased by 50%, then mass of liquid
that will rise in the tube is
1)
2) m
3)
4)
16. A uniform metre scale of mass, hinged at
one end is held horizontally. If it is
released, what would be its initial
acceleration?
1) g rad/s2
2)
g rad/s
2
3) 2g rad/s2
4)
g rad/s
2
17. A pipe closed at one end produces a
fundamental note of 412Hz. It is cut into
two pieces of equal length. The
fundamental frequencies produced in the
two pieces are
1) 206 Hz, 41 Hz
2) 824 Hz, 1648 Hz
3) 412 Hz, 824 Hz
4) 206 Hz, 824 Hz
18. A total charge Q is broken in two parts
Q1 and Q2 and they are placed at a
distance R from each other. The
maximum force of repulsion between
them will occur, if
1) Q2 Q/R, Q1 Q – Q/R
2) Q2 Q/4 , Q1 Q – 2Q/3
3) Q2 Q/4 , Q1 3Q/3
4) Q1 Q/2, Q2 Q/2.
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19. Charges are placed at the corners of a square
of side ‘a’ as shown in figure. If the charge
at A is in equilibrium, the ratio q1/q2 is:
1) 1
2) √2
3) 1/ √2
4) 2√2
20. The resultant capacitance between A and
B in the following figure is :
1) 1 F
2) 6 F
3) 2 F
4) 4 F
21. A boat is sent across a river with a
velocity of 8 kmph. If the resultant
velocity of the boat is 10 kmph, the river
is flowing with a velocity of
1) 12.8 kmph
2) 6 kmph
3) 8 kmph
4) 18 kmph
22. The distance travelled by a freely falling
body during 50th
second and 100th
second are in the ratio
1) 1:2
2) 49:99
3) 99:199
4) 101:201
23. A wire has a mass 0.3 0.003g, radius
0.5 0.005mm and length 6 0.06 cm.
the maximum percentage error in the
measurement of its density is
1) 1
2) 2
3) 3
4) 4
A +q1
B -q2
-q2 D
+q1 C
A
B
4 μF 4 μF 6 μF
6 μF 6 μF 6 μF
6 μF 6 μF 6 μF
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24. A wire breaks when subjected to a stress
S. If is the density of the material of
the wire, then the length of the wire so
that it breaks by its own weight is
1) gS
2)
3)
4)
25. An air bubble is released from the
bottom of a pond and is found to expand
to thrice its original volume as it reached
the surface. If the atmospheric pressure
is 100 kPa, the absolute pressure at the
bottom of lake in kPa is (assume no
temperature variation).
1) 33.3
2) 50.0
3) 100.0
4) 300.0
26. Two boys are standing at the ends A and B
of a ground where AB = a. The boy at B
running in a direction perpendicular to AB
with velocity v1. The boy at A starts running
simultaneously with velocity v and catches
the other boy in a time t, where t is
1) a/
2) a/ ( v )
3) a/( v )
4)
27. A ball of mass m is projected with a velocity
v at an angle 450. If the air resistance is
negligible, then total change in momentum
when it strikes the ground is
1) 2mv
2) mv
3) mv
4) mv/
28. A body of mass M hits normally a rigid wall
with velocity V and bounces back with same
velocity. The impulse experienced by the
body is
1) MV
2) 1.5 MV
3) 2MV
4) zero
29. A 2 kg mass starts from rest on an
inclined smooth surface with inclination
300 and length 2 m. How much will it
travel before coming to rest on a
frictional surface with frictional
coefficient 0.25?
1) 4m
2) 6m
3) 8 m
4) 2m
30. A block of mass 1 kg lies on a horizontal
in a truck. The coefficient of static
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friction between the block and the
surface is 0.6 if the acceleration of the
truck is 5 ms-2
. The frictional force
acting on the block is
1) 5N
2) 6N
3) 10N
4) 15 N
PART- B CHEMISTRY
31. Molecules whose mirror image is non-
super imposable over them are known as
chiral. Which one of the following is
chiral in nature?
1) 2-bromo butane
2) 1- bromo butane
3) 2-bromopropane
4) 2-bromopropan-2-ol
32. AgNO3 does not give precipitate with
CHCl3 because?
1) CHCl3 does not ionize water
2) CHCl3 does not react with AgNO3
3) CHCl3 is chemically inert
4) none
33. Mark the correct order of decreasing
acid strength of the following
compounds.
1) e > d > b > a > c
2) b > d > a > c > e
3) d > e > c > b > a
4) e > d > c > b > a
34. Iodoform test is not given by?
1) 2- pentanone
2) Ethanol
3) Ethanal
4) 3-pentanone
35. Which one of the following compound is
not a protonic acid?
1) SO2(OH)2
2) B(OH)3
3) PO(OH)3
4) SO(OH)2
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36. Which of the products is formed when
acetone is reacted with barium hydroxide
solution?
1) .
2)
3)
4)
37. If ‘s’ and ‘S’ are respectively solubility
and solubility product of a sparingly
soluble binary electrolyte, then
1) S = s
2) s = S2
3) s =
4) s =
S
38. If uncertainly in position and momentum
are equal, then uncertainly in velocity is:
1)
2)
3)
4)
39. Which of the following pair is not in
order for boiling point for 14, 15, 16 and
17 group?
1) H2O > H2S
2) HF > HCl
3) CH4 > SiH4
4) NH3 > PH3
40. Which one of the following arrangement
represents increasing oxidation number
of central atom?
1) CrO2- ,ClO3
-, CrO4
2- , MnO4
-
2) ClO3- ,CrO4
2-, MnO4
- , CrO2
-
3) CrO2- ,ClO3
-, MnO4
- , CrO4
2-
4) CrO42-
,MnO4-, CrO2
- , ClO3
-
41. Which one of the following has most
acidic hydrogen?
1) Ethane
2) Ethene
3) Ethyne
4) Benzene
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42. Impure sample of ZnS contains 42.34%
Zn. What is the percentage of pure ZnS
in sample?
1) 67%
2) 63%
3) 58%
4) 37%
43. If de-Broglie wavelength of a particle of
mass m is 100 times of its velocity, then
its value in terms of its mass (m) and
planks constant (h) is
1)
2) 10
3)
4) 10
44. In OF2, number of bond pairs and lone
pairs of electrons are respectively
1) 2, 8
2) 2, 6
3) 2, 9
4) 2, 10
45. Which of the following does not exhibit
zero entropy at absolute zero
1) Benzene
2) Glass
3) Pyridine
4) CCl4
46. The ionic conductance of and
are 127 and 76 ohm- cm2
respectively at
infinite dilution. The equivalent
conductance of BaCl2 at infinite dilution
will be?
1) 139.5
2) 203
3) 279
4) 101.5
47. Which one of the following is less than
zero during adsorption?
1) ΔG.
2) ΔS
3) ΔH.
4) All the above.
48. Which one of the following metals is
purified by Van arkel method?
1) Ga and In
2) Zr and Ti
3) Ag and Au
4) Ni and Fe
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49. A compound A→ C5 H10 Cl2 on
hydrolysis gives C5H10O which reacts
with NH2OH, forms iodoform, but does
not give Fehling test. A is
1)
2) .
3)
4)
50. Which one of the following complex is
diamagnetic in nature?
1) [NiCl4]2-
2) [Ni(CN)4]2-
3) [CuCl4]2-
4) [CoF6]3-
51. Two oxides of metal M contain 27.6%
and 30% oxygen respectively. If the
formula of the first oxide is M3O4, find
that of the second?
1) M2O3.
2) M2O
3) MO2.
4) M3O2.
52. Of the following which one is classified
as polyester polymer?
1) Terylene
2) Bakelite
3) Melamine
4) Nylon-66
53. If three atoms X, Y and Z crystallized in
cubic solid lattice with X atoms at
corners, Y atom at the body centre, and
Z atoms at the edges. What is the
formula of the compound?
1) XYZ
2) XY3Z
3) XYZ3
4) X3YZ
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54. A solution containing two components A
and B shows negative deviation from
Rault’s law. Which of the following is
most appropriate for that solution?
1) ΔVmix ˃ 0
2) ΔHmix ˂ 0
3) A – B interaction is weaker than A –
A and B – B interaction
4) A – B interaction is stronger than A
– A and B – B interaction
55. The rate of a reaction doubles when
temperature changes from 300K to
310K. Activation energy for such
reaction will be?
(Given R= 8.314Jk-1
mol-1
, log 2 = 0.301)
1) 53.6 KJmol-1
2) 48.6 KJmol-1
3) 58.5 KJmol-1
4) 60.5 KJmol-1
56. Elements of which of the following
group of periodic table do not form
hydrides?
1) Group 7,8,9
2) Group 13
3) Group 15,16,17
4) Group 14
57. The radius of hydrated ions of alkali
metals ……….. down the group
1) Decreases
2) increases
3) First increases then decreases
4) none of these
58. Among the fluride of alkali metals the
lowest solubility of LiF in water is due
to?
1) Ionic nature of LiF
2) High lattice enthalpy
3) High hydration enthalpy of Li ion
4) Low ionization enthalpy of Li atom
59. Electrophilic addition reactions proceed
in two steps. The first step involves the
addition of an electrophile. Name the
type of intermediate formed in the first
step of the following addition reaction.
H3C—HC = CH2 + H+→?
1) 2° Carbanion
2) 1° Carbocation
3) 2° Carbocation
4) 1° Carbanion
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60. Empirical formula of a compound is
CH2O and its vapour density is 30. What
is the molecular formula of compound ?
1) C3H6O3
2) C2H4O2
3) C2H4O
4) CH2O
PART – C: MATHEMATICS
61. Area common to the curves y = and x =
is
1) 1
2)
3)
4) none of these
62. The solution of the differential equation
2x
– y = 3 represents
1) straight lines
2) circles
3) parabolas
4) ellipses
63. If = 2 +2 +3 , = - +2 + and
= 3 + , then +t is perpendicular to c
, if t is equal to
1) 8
2) 4
3) 6
4) 2
64. The line of intersection of the planes . (3 -
+ ) = 5 and .( +4 -2 ) = 12 is parallel to
the vector
1) -2 +7 +13
2) 2 +7 -13
3) -2 -7 +13
4) 2 +7 +13
65. The mean and variance of a random variable
x having binomial distribution are 4 and 2
respectively. Then P(x =1) is
1)
2)
3)
4)
66. Given f(x) = log
and g(x) =
,
then (fog)(x)=
1) –f
2) 3f
3)
4) none of these
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67. In the argand plane , all the complex
numbers satisfying = 10
lie on
1) straight line
2) a circle
3) an ellipse
4) a parabola
68. If a1,a2,a3,…………..are in A.P. such that
a1+a5+a10+a15+a20+a24= 225, then
a1+a2+a3+a4………+a23+a24 is equal to
1) 900
2) 75
3) 750
4) 900
69. The solution of the inequation
, x R is
1) (-2, )
2) (2,
3) (2,
)
4) none of these
70. If the coefficient of in
and
the coefficient of in
are
equal, then ab is equal to
1) 1
2) 2
3) 3
4) 4
71. If sin A+sin B = a and cos A+cos B= b ,
then cos (A+B) is equal to
1)
2)
3)
4)
72. If the foot of the perpendicular from the
origin to a straight line is at the point (3,-4) ,
then the equation of the line is
1) 3x-4y= 25
2) 3x-4y+25=0
3) 4x+3y-25 =0
4) 4x-3y+25 = 0
73. A man running a race course notes that
the sum of the distances of two flag posts
from him is always 10 metres and the
distance between the flag posts is 8
metres. The area of the path he encloses in
square metres is
1)
2) 12
3) 18
4) 8
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74. The angle between the pair of the lines
2x2
+ 5xy + 2y2
+ 3x + 3y +1= 0 is
1) cos-1
2) tan-1
3) 0
4)
75. If
, then 32
is equal
to
1) 7
2) 8
3) 11
4) none of these
76. If = c , then
is
1)
2)
3)
4) none of these
77. A point on the parabola y2= 18x at which the
ordinate increases at twice the rate of the
abscissa is
1) (2,4)
2) (2,-4)
3)
4)
78. The point on the curve y = (x-3)2 , where the
tangents is parallel to the chord joining (3,0)
and (4,1) is
1)
2)
3)
4)
79.
dx =
1) 3sin( ) + c
2) sin( +c
3)
sin (
+c
4)
sin (
+c
80.
1) 1
2) 2
3) 0
4)
81. If a, b,c are in A.P , then the value of
is
1) 3
2) -3
3) 0
4) none of these
E/12/2018 [Space for rough work] Page 14
82. If f(x) =
, then for what
value of f(f(x)) = x ?
1)
2)
3) 1
4) 1
83. For a 3X 3 matrix A, if = 4 , then
equals
1) -4
2) 4
3) 16
4) 64
84. If
= k , then k is
1)
2)
3)
4) 0
85. if cos-1
= log a , then
1)
2)
3)
4)
86. If a = 16, b =24, c= 20 , then
is equal to
1)
2)
3) ½
4)
87. Period of sin2 is
1)
2)
3) 2
4)
88. The number of solutions of x
is
1) zero
2) one
3) two
4) none of these
89. How many different words can be
formed by jumbling the letters in the word
‘MISSISSIPPI’ in which no two S are
adjacent ?
1) 8.6C4.
7C4
2) 6.7.8C4
3) 6.8.7C4
4) 7.6C4.
8C4
90. Two finite sets have m and n elements.
The total number of subsets of the first set is
56 more than the total number of subsets of
the second set. The value of m and n are:
1) 7,6
2) 6,3
3) 5,1
4) 8,7
Important Instructions:
1. The candidates should fill in the required particulars on the Test Booklet and Answer Sheet with
Black Ball Point Pen.
2. For writing / marking particulars on Side -2 of the Answer Sheet, use Black Ball Point Pen only.
3. The Candidates should not write their Roll Numbers anywhere else (except in the specified
space) on the Test Booklet / Answer Sheet.
4. Out of the four option given for each questions, only one option is correct answer.
5. For each incorrect response (one fourth) marks of the total marks allotted to the question (i.e, 1
mark will be deducted from the total score. No deduction from the total score, however, will be
made if no response is indicated for an item in the Answer Sheet.
6. Handle the Test Booklet and Answer Sheet with care, as under no circumstances (except for
discrepancy in Test Booklet Code and Answer Sheet Code), another set will be printed.
7. The candidates are not allowed to do any rough work or writing work on the Answer Sheet. All
circulations / writing work are to be done in the space provided for this purpose in the Test
Booklet itself, marked Space for Rough Work. This space is given at the bottom of each page and
in four pages at the end of Booklet.
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duty in the Room / Hall. However, the candidates are allowed to take away this Test Booklet
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/her seat.
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