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Rotational Dynamics and Angular Momentum Quiz

#1

What is the formula for angular momentum?

L = Iω
Explanation

Angular momentum equals moment of inertia times angular velocity.

#2

Which of the following statements about torque is true?

Torque is the product of force and lever arm.
Explanation

Torque is the rotational equivalent of force.

#3

Which of the following factors affect the period of a simple pendulum?

Length of the pendulum
Explanation

Period of a pendulum is directly proportional to its length.

#4

What happens to the angular momentum of a system if no external torques act on it?

The angular momentum remains constant.
Explanation

Conservation of angular momentum applies.

#5

Which of the following statements about rotational motion is true?

Rotational motion involves motion around an axis.
Explanation

Objects rotate around a fixed axis.

#6

What is the SI unit of angular momentum?

kg m^2/s
Explanation

Angular momentum is measured in kilogram meter squared per second.

#7

Which of the following is true about rotational inertia?

It depends on both mass and shape.
Explanation

Rotational inertia varies with mass distribution and shape.

#8

A solid disk and a ring, both having the same mass and radius, start from rest and roll down a hill without slipping. Which reaches the bottom first?

The ring
Explanation

The ring has less rotational inertia, so it accelerates faster.

#9

Which of the following statements about conservation of angular momentum is correct?

Angular momentum is always conserved in isolated systems.
Explanation

Angular momentum remains constant if no external torques act.

#10

What happens to the angular velocity of a rotating object if its moment of inertia decreases?

Angular velocity increases.
Explanation

Angular velocity is inversely proportional to moment of inertia.

#11

If an object's net torque is zero, which of the following statements is true?

The object may be rotating at a constant angular velocity.
Explanation

Zero net torque implies no change in angular velocity.

#12

Which of the following quantities is a vector in rotational dynamics?

Angular momentum
Explanation

Angular momentum has both magnitude and direction.

#13

A solid sphere and a hollow sphere, both having the same mass and radius, start from rest and roll down an incline without slipping. Which has a greater linear acceleration?

The solid sphere
Explanation

Solid sphere has more mass near its center, leading to higher acceleration.

#14

What is the rotational equivalent of Newton's second law?

Στ = Iα
Explanation

Sum of torques equals moment of inertia times angular acceleration.

#15

In which scenario would a rotating object experience the least rotational inertia?

A thin ring rotating about its axis
Explanation

Concentration of mass near axis reduces rotational inertia.

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