MEDIUM
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A car moves with constant speed around a horseshoe-shaped path as shown with the arrows in the figure. Which one of the following choices best describes the direction of the average acceleration of the car in travelling from W to X?
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Important Questions on Motion in a Straight Line

HARD
The relation between time t and distance x for a moving body is given as t=mx2+nx, where m and n are constants. The retardation of the motion is: (When v stands for velocity)
MEDIUM
The relation between time t and distance x for a moving particle is t=αx2+βx, where α and β are constants. If v is the velocity at distance x, then the retardation of the particle is
EASY
The variation of speed (in m/s) of an object with time (in seconds) is given by the expression V(t)=V0-5t+5t2
MEDIUM
A body starts from rest with uniform acceleration and moves in a straight line. If its speed after n seconds is v, then the distance covered in the last 2 s is:
EASY
The position vector of a particle changes with time according to the relation rt=15t2i^+4-20t2j^. What is the magnitude of the acceleration at t=1?
EASY
A stone is just released from the window of a train moving along a horizontal straight track. The stone will hit the ground following a ________
MEDIUM
The driver of a bus moving at an speed of 60 km hr-1 saw a man at a distance of 52 m from the bus. The driver stopped the car at a distance of 2 m from the man using brake. The time required to stop the bus is
EASY

A ball is dropped vertically from height h and is bouncing elastically on the floor (see figure). Which of the following plots best depicts the acceleration of the ball as a function of time.

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EASY
An aircraft is moving with uniform velocity 150 m s-1  in the space. If all forces acting on it are balanced, then it will
MEDIUM
Starting from the origin at time t=0, with initial velocity 5 j^ m s1, a particle moves in the x -y plane with a constant acceleration of 10i^+4j^ m s2. At time t, its coordinates are 20 my m. The values of t and y are, respectively:
EASY
The displacement of a particle moving along x-axis is given by x=8t2+18t. The average acceleration during the interval t1=2s and t2=4s is
EASY
A particle is moving along with X -axis such that its acceleration is proportional to the displacement from the equilibrium position and they are in the same direction. The displacement xt is given by (where ω>0 is a constant)
HARD
A rocket lifts off from the ground and accelerates upwards at 1 m s-220 seconds after liftoff a piece breaks off from the bottom of the rocket. After breaking off, how much time it takes approximately to reach the ground? (Take g=10 m s-2)
EASY

A particle starts from rest. Its acceleration a versus time t is shown in the figure. The maximum speed of the particle will be:

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MEDIUM
Two cars A and B initially at rest are moving in the same direction with accelerations, a1 and a2 respectively. After a certain time, they achieve velocities v1 and v2 respectively and are separated by a distance of 50 m. If a1-a2=4 m s-2, then the quantity v1-v2 will be
MEDIUM
What is the length of the bridge (in m), which a train 130 m long and travelling at 45 km h-1 can cross in 30 s?
EASY
A particle moves in a plane with uniform acceleration having direction different than that of instantaneous velocity. What is the nature of trajectory?
MEDIUM
The position of an object moving along X -axis is given as x=a+bt2, where a, b are constants and t is time in seconds. The object covers a distance of 16 m in 2 secs. If the average velocity of the object between t=3 sec and t=5 s is 28 m s-1, the values of a and b are:
MEDIUM
A bullet loses 1nth of its velocity passing through one plank. Considering uniform retardation, the number of such planks that are required to stop the bullet can be:
EASY
A body moves along a straight line with acceleration 3s-2 for 2 s and then with acceleration 4 s-2 for 3 s. What is his average acceleration?