An object travels in a circular path of radius r at a constant speed v. What happens to the object’s acceleration if the radius of the circle is doubled and the speed stays unchanged? A. It doubles B. It quadruples C. It is cut to a half

e. As the radius of the circle is doubled, the acceleration is __________________ (one-fourth, one-half, two times, four times) the original value.

How does the radius of an object moving in a circular path relate to its acceleration?  If the radius  increases, what happens to the acceleration?

n object of mass m moves at a constant speed v around a circular path of radius r. The net force applied on the object is F. What happens to the net force if speed is doubled and radius is quadrupled? A. It doubles B. It quadruples C. Stays the same D. It is cut to one-half E. It is cut to one-quarter

How does the speed of an object moving in a circular path relate to its acceleration?  If the speed increases, what happens to the acceleration?

c. As the speed of an object is doubled, the acceleration is __________________ (one-fourth, one-half, two times, four times) the original value.