What does the term "centripetal" mean?

Centripetal force isn't a new force, but an existing force. What other 2 forces in the choices below can the centripetal force be?

Why do clothes in a washing machine fling outward along the edge of the drum?

When driving around a curve, why do you lean the opposite direction of a turn?

What does the term "tangential" mean?

In uniform circular motion, there is a

If the centripetal force on a particle in uniform circular motion is decreased,

The angular acceleration in circular motion

Is there an example when a car can experience centripetal and angular acceleration?

When an object rotates in circular motion, it has

The driver of a truck sets the cruise control and ties the steering wheel so that the truck travels at a uniform speed of 18 m/s in a circle with a diameter of 150 m. Through what angular displacement does the car move in 7.00 min?

If the angular displacement of a truck is 101 radians and the radius about the central axis is 75 m, what arc distance does the truck complete?

A car on a circular track with a radius of 0.47 km accelerates from rest with a constant angular acceleration of magnitude $$6.5\ x\ 10^{-3}\ \frac{rad}{s^2}$$  . How long does it take the car to make one lap around the track?

What is the tangential acceleration of a truck with an angular acceleration of $$6.5\ x\ 10^{-3}\ \frac{rad}{s^2}$$   going around a circular track with a radius of 0.47 km?

A CD disc rotates at a low speed at 10,000 rpm. When the disc rotates at a higher speed, the rotation increases uniformly to 12,500 rpm in 2.5 s. What is the magnitude of the angular acceleration of the CD disc?

A CD disc has an angular acceleration of $$105\ \frac{rad}{s^2}$$   when it increases from a low speed of 10,000 rpm to a high speed of 12,500 rpm. What is the angular displacement the disc goes through while it's accelerating?

What is the period and frequency of revolution of a fan blade that spins at 450 rpm?

A car with a constant speed of 72 $$\frac{km}{hr}$$   enters a circular flat curve with a radius of curvature of 0.150 km. What is the coefficient of friction that the tires must have in order to safely round a curve?

A wheel of radius 2.25 m rotates at a uniform speed. If a point on the rim of the wheel has a centripetal acceleration of 3.5 $$\frac{m}{s^2}$$  , What is the tangential velocity at this point?

A wheel of radius 2.25 m rotates at a uniform speed. If a point on the rim of the wheel has a centripetal acceleration of 3.5 $$\frac{m}{s^2}$$  , what is the angular velocity at this point?