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Mechanics Mock Tests

236 questions available

Mechanics Mock Test 1

Questions: 30

Mechanics Mock Test 2

Questions: 30

Mechanics Mock Test 3

Questions: 30

Mechanics Mock Test 4

Questions: 30

Mechanics Mock Test 5

Questions: 30

Mechanics Mock Test 6

Questions: 30

Mechanics Mock Test 7

Questions: 30

Mechanics Mock Test 8

Questions: 26

Sample Questions

AEEE Physics
A body projected vertically upwards with velocity equal to half the escape velocity will rise to a maximum height h above the surface. If R is the radius of Earth, then h is:
A R/3
B R/2
C R/4
D R
BITSAT Physics
A block of mass m slides down an inclined plane of angle θ from rest. The coefficient of friction is μ = tan(θ)/2. At the bottom, it collides elastically with a spring of spring constant k. If the length of the incline is L, the maximum compression of the spring is:
A √(mgL sin(θ)/(2k))
B √(mgL sin(θ)/k)
C √(2mgL sin(θ)/k)
D √(mgL sin(θ)/(4k))
BITSAT Physics
A particle moves in a straight line with acceleration a = (6t − 4) m/s². If the particle starts from rest at the origin, its position at t = 3 s is:
A 0 m
B 4.5 m
C 9 m
D 13.5 m
EAPCET Physics
A particle moves along a straight line such that its displacement x (in metres) at time t (in seconds) is given by x = t² − 4t + 3. The time at which the velocity is zero is:
A t = 1 s
B t = 2 s
C t = 3 s
D t = 4 s
BITSAT Physics
A block slides down a frictionless inclined plane of inclination 30°. The acceleration of the block is: (g = 10 m/s²)
A 5 m/s²
B 10 m/s²
C 8.66 m/s²
D 2.5 m/s²
AEEE Physics
A satellite orbits the Earth at a height equal to the Earth's radius R from the surface. Its orbital velocity is: (g = acceleration due to gravity on Earth's surface)
A (gR)/2
B √(gR/2)
C √(2gR)
D (gR)/√2
VITEEE Physics
A body of mass 2 kg moving with a velocity of 10 m/s collides with a stationary body of mass 3 kg. After collision, both move together. The common velocity is:
A 4 m/s
B 6 m/s
C 10 m/s
D 2 m/s
JEE Main Physics
A projectile is launched at 45 degrees with speed u. The range is:
A u²g
B 2u²/g
C u²/g
D u/g

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