Asked by kelsey
A solid disk (mass = 1 kg, R=0.5 m) is rolling across a table with a translational speed of 9 m/s.
a.) What must the angular speed of the disk be?
rad/s
d.) The disk then rolls up a hill of height 2 m, where the ground again levels out. Find the translational and rotational speeds now.
m/s
rad/s
Is translational speed not what I am supposed to use as my "v"? and is angular speed not w= v/r?
a.) What must the angular speed of the disk be?
rad/s
d.) The disk then rolls up a hill of height 2 m, where the ground again levels out. Find the translational and rotational speeds now.
m/s
rad/s
Is translational speed not what I am supposed to use as my "v"? and is angular speed not w= v/r?
Answers
Answered by
drwls
a) w = V/R = 9/0.5 = 18 rad/s
d) potential energy increases my M g H, so total kinetic energy must decrease by that amount. That is (3/4) m V^2 for a solid disc. Solve for V
d) potential energy increases my M g H, so total kinetic energy must decrease by that amount. That is (3/4) m V^2 for a solid disc. Solve for V
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