Circular Motion
This quiz covers the fundamental concepts and principles related to circular motion, including velocity, acceleration, centripetal force, and related formulas.
Questions
An object moving in a circular path with constant speed has:
- Constant velocity
- Constant acceleration
- Both constant velocity and acceleration
- Neither constant velocity nor acceleration
The acceleration of an object in circular motion is directed:
- Toward the center of the circle
- Away from the center of the circle
- Tangent to the circle
- Perpendicular to the circle
The formula for centripetal acceleration (a_c) in circular motion is:
- a_c = v^2 / r
- a_c = v / r
- a_c = r / v
- a_c = v^2 * r
The force that keeps an object moving in a circular path is called:
- Centripetal force
- Centrifugal force
- Gravitational force
- Normal force
The formula for centripetal force (F_c) in circular motion is:
- F_c = m * v^2 / r
- F_c = m * v / r
- F_c = m * r / v
- F_c = m * v^2 * r
If the radius of a circular path is doubled, while the tangential velocity remains constant, the centripetal acceleration becomes:
- Doubled
- Halved
- Quadrupled
- Unchanged
In a vertical circular motion, at the highest point of the circle, the:
- Centripetal force is zero
- Centripetal force is maximum
- Normal force is zero
- Normal force is maximum
The period (T) of a circular motion is the time taken for the object to complete:
- One revolution
- Half a revolution
- One-fourth of a revolution
- Two revolutions
The frequency (f) of a circular motion is the number of:
- Revolutions per second
- Revolutions per minute
- Revolutions per hour
- Revolutions per day
The relationship between period (T) and frequency (f) in circular motion is:
- T = 1 / f
- T = f
- T = f^2
- T = 1 / f^2
In a horizontal circular motion, the normal force is:
- Equal to the weight of the object
- Greater than the weight of the object
- Less than the weight of the object
- Zero
If the tangential velocity of an object in circular motion is doubled, the centripetal force becomes:
- Doubled
- Halved
- Quadrupled
- Unchanged
The SI unit of angular velocity is:
- Radians per second
- Degrees per second
- Revolutions per second
- Revolutions per minute
The relationship between angular velocity (ω) and tangential velocity (v) in circular motion is:
- ω = v / r
- ω = v * r
- ω = 2πv / r
- ω = 2πv * r
In a uniform circular motion, the angular acceleration is:
- Zero
- Constant
- Variable
- Indeterminate