a spinning top has a diameter of 10 cm. a point on the outer rim of the top moves through an angle of 8(3.14) radians each second.a) what is the angular velocity of the point?
I'm student
Answer
To find the angular velocity of the point on the spinning top, we can use the formula:
Angular velocity = Change in angle / Change in time
In this case, the given change in angle is 8(3.14) radians and the change in time is 1 second.
Angular velocity = 8(3.14) radians / 1 second
Angular velocity = 25.12 radians/second
Therefore, the angular velocity of the point on the spinning top is 25.12 radians/second.