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JEE Questions for Maths Statics And Dynamics Quiz 3 - MCQExams.com
JEE
Maths
Statics And Dynamics
Quiz 3
Two balls are projected from the same point in directions inclined at 45° and 60° to the horizontal, respectively. If they attain the same height, then the ratio of their velocities of projection is
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3 :1
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3 : 2
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15°
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30°
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45°
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60°
The product of two times of flight from a point
P
to another point
Q
with a given velocity of projection is
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2)
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A stone of mass
m
is thrown vertically upwards with a velocity of 9.8 ms
-1
. The height of the point, where KE = PE is (g = 9.8 ms
-2
)
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9.8 m
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4.9 m
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2.45 m
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2 m
A particle is projected from a point on the horizontal plane so as to just clear two walls each of height 20 m at distances 30 m and 170 m respectively from the point of projection. If α is the angle of projection, then
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40 tan α = 51
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40 cot α = 51
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30 tan α = 23
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30 cot α = 23
Two parabolic paths of angles α and β of projection aimed at a target on the horizontal plane through
O
, fall
p
units short and the other
p
units far from the target. If θ is the correct angle of projection so as to hit the target, then sin 2θ is equal to
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1/ 2 (tan α + tan β )
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1/ 2 (tan α - tan β )
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1/ 2 (sin 2α + sin 2β )
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1/ 2 (sin 2α - sin 2β )
A sphere S
1
impacting directly on an equal sphere S
2
at rest. If the coefficient of restitution is
e
, then the velocities of S
1
and S
2
are in the ratio
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2)
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0%
Given that the force acting on a material point is inversely proportional to the velocity of the moving point. Then, the kinetic energy of the point is a........ function of time.
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exponential
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linear
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second degree
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non-linear
A particle of mass
m
is projected from a fixed point
O
into the air with velocity
u
in a direction making an angle α with the horizontal. Then, the motion of the particle describes a parabola with the latusrectum
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2 / g (horizontal velocity) 2
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2 / g (vertical velocity)
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If a particle is projected with a velocity 49 m/s making an angle 60° with the horizontal, its time of flight is
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2)
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None of the above
A ball of mass 3 kg moving with a velocity of 3 m/s collides with another ball of mass 1 kg moving with velocity
u
in the opposite direction. If the first ball comes to rest after the impact and
e
= 2/ 7, then
u
(in m/s) is equal to
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2)
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A particle is projected from a point
O
with velocity
u
at an angle of 60° with the horizontal. When it is moving in a direction at right angle to its direction at
O
, then its velocity is given by
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2)
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Two masses are projected with equal velocity
u
at angles 30° and 60°, respectively. If the ranges covered by the masses are
R
1
and
R
2
, then
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R1 > R2
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R1 = R2
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R1 = 4R2
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R2 > R1
From a point on the ground at a distance 70 ft from the foot of a vertical wall, a ball is thrown at an angle of 45° which just clears the top of the wall and afterwards strikes the ground at a distance 30 ft on the other side of the wall. The height of the wall is
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20 ft
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21 ft
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10 ft
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105 ft
A ball is projected at an angle α . Its range will be maximum at an angle
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0
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2)
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π
A force 2 units acts along the line
x
- 4 =
y
- 5. The moment of the force about the point (1,along Z-axis is
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0
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2)
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0%
The magnitude of the two forces forming a couple is 36 N each and the arm of the couple is 4 m. The magnitude of each force (in Newtons) of an equivalent couple, whose arm is 9 m, is
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18
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26
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16
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15
In a right angled ∆
ABC
, ∠
A
= 90° and sides
a, b, c
are respectively, 5 cm, 4 cm and 3 cm. If a force
F
has moments 0, 9 and 16 (in N-cm) respectively about vertices
A, B
and
C
, then the magnitude of
F
is
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3
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4
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5
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9
Three forces
A, B
and
C
acting at a point are in equilibrium. The ratio of angles between
A
and
B, B
and
C, A
and
C
is 1 : 2 : 3 .Then ,
A
:
B
:
C
is equal to
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2)
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0%
0%
None of these
P
and
Q
are two like parallel forces. If
Q
is moved parallel to itself through a distance
x
, then the resultant of
P
and
Q
moves through a distance
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Q ( P + Q ) x
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2)
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