G L Mittal and TARUN MITTAL Solutions for Chapter: Motion in One and Two Dimensions, Exercise 2: NUMERICALS
G L Mittal Physics Solutions for Exercise - G L Mittal and TARUN MITTAL Solutions for Chapter: Motion in One and Two Dimensions, Exercise 2: NUMERICALS
Attempt the practice questions on Chapter 8: Motion in One and Two Dimensions, Exercise 2: NUMERICALS with hints and solutions to strengthen your understanding. ISC Physics Class XI Part 1 solutions are prepared by Experienced Embibe Experts.
Questions from G L Mittal and TARUN MITTAL Solutions for Chapter: Motion in One and Two Dimensions, Exercise 2: NUMERICALS with Hints & Solutions
An arrow is thrown in the air. Its time of flight is and the range is . Determine the vertical component of the velocity of projection.

An arrow is thrown in the air. Its time of flight is and the range is . Determine the horizontal component of the velocity of projection.

An arrow is thrown in the air. Its time of flight is and the range is . Determine the maximum height.

An arrow is thrown in the air. Its time of flight is and the range is . Determine the angle made with the horizontal.

A cannon is to fire up to horizontally. What should be the angle of projection, if the shells are fired with a velocity of

A stone is thrown from a bridge at an angle of down with the horizontal with a velocity of . If the stone strikes the water after seconds, then calculate the height of the bridge from the water surface.

A stone is thrown from the top of a tower at an angle of up with the horizontal with a velocity of . After seconds of flight it strikes the ground. Calculate the height of the tower from the ground and the horizontal range of the stone.

A player throws a ball at an angle of up with the horizontal with a velocity of . If the point of projection is at a height of from the ground, then calculate the distance up to which the ball is thrown by the player.
