- distance and displacement
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- Velocity and speed
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- Instantaneous velocity and speed
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- Acceleration
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- Kinematic equations for uniformly accelerated Motion
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- Free fall acceleration
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- Relative velocity
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- Kinematics Sample Problems and Solutions
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- One dimensional motion problems with solution
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- Motion graphs worksheet with Answer

- Important Questions on Kinematics
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- Kinematics worksheet
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- Motion in one dimension Practice Paper
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- Acceleration worksheet with answers

A bus start at Station A from rest with uniform acceleration 2m/sec

a. Find the distance moved by the bus in 10 sec?

b. At what time, it velocity becomes 20m/sec?

c. How much time it will take to cover a distance of 1.6km

Solution

A object is moving along an straight line. The motion of that object is described by

$x=at+bt^2 + ct^3$

where a,b,c are constants and x is in meters and t is in sec.

a. Find the displacement at t=1 sec

b. Find the velocity at t=0 and t=1 sec

c. Find the acceleration at t=0 and t=1 sec

Solution

An object is thrown vertically upward with an initial velocity of 40m/s.Two second later another object is thrown upward with the same velocity.

Find out following

a.At what height they meet

b.what is the time when they meet

c.what are the velocities of each object when they meet

Solution

A particle moves along the x-axis according to the following equation

$x=pt(1-qt)$ where p and q are constants and p > 0, q>0.

Let take

a. Find out the velocity and acceleration vector for the particle

b. What time it will reach its initial point and what will be the total distance traversed

Solution

A Balloon rises from rest on the ground vertically upwards with a constant acceleration g/8.An object is dropped from the balloon when it has risen to the height h.Find out the time taken by the object to reach the ground.

Solution

A Police Motorcycle is moving on a highway with a speed $v_m$ fires a bullet at at thief motorcycle speeding away in the same direction with a speed $v_t (v_t > v_m)$.If the muzzle speed of the bullet is $v_b(v_b > v_t - v_m)$ find out the following

a. What is the speed of the bullet with respect to the observer sitting on the ground?

b. What speed will the bullet hit the thief

c. What will the speed of the bullet with respect to another police motorcycle moving in the same direction at a speed of v

Solution

A nut comes loose from a bolt on the bottom of the elevator as the elevator is moving up the shaft at 3 m/s. The nut strikes the bottom of the shaft in 2 sec

Find out the following

a. How far from bottom of the shaft was the elevator when the nut fell off?

b. How far above the bottom of the shaft was the nut .25 sec after the fell off.?

c. How far above the bottom of the shaft was the elevator when the nut fell on the ground?

d. At what height above the bottom of the shaft, nut has zero velocity after the fell off?

e. what is the total distance traveled by nut in it motion after the fell off?

Given g=9.8 m/s

Solution

The displacement of the body x(in meters) varies with time t (in sec) as

$x=- \frac {2}{3}t^2 +16t+2$

find following

a. what is the velocity at t=0,t=1

b. what is the acceleration at t=0

c. what is the displacement at t=0

d. what will the displacement when it comes to rest

e. How much time it take to come to rest.

Solution

A man runs at a speed at 4 m/s to overtake a standing bus. When he is 6 m behind the door at t=0,the bus moves forward and continues with constant acceleration of 1.2 m/s

find the following

a. how long does it take for the man to gain the door

b. if in the beginning he is 10m behind the door ,will he running at the same speed ever catch up bus?

Solution

Class 11 Maths Class 11 Physics Class 11 Chemistry

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