A 2.00 kg hoop with a radius of 0.0750 m was placed at the top of a3.00 m long ramp. The top of the ramp was 0.800 m above the lowerend of the ramp. The hoop rolled down the ramp.
a) Calculate the hoopâs total mechanical energy at the top of theramp.
b) What is the hoopâs total mechanical energy at the bottom of theramp?
c) Calculate the hoopâs speed at the bottom of the ramp.
d) Calculate the hoopâs angular velocity at the bottom of theramp.
e) Calculate the hoopâs acceleration (linear acceleration).
f) Calculate the hoopâs angular acceleration.
g) Calculate the time required for the hoop to roll down theramp.
h) Calculate the hoopâs kinetic energy (linear kinetic energy) atthe bottom of the ramp.
i) Calculate the hoopâs rotational kinetic energy at the bottom ofthe ramp.
A 2.00 kg hoop with a radius of 0.0750 m was placed at the top of a3.00 m long ramp. The top of the ramp was 0.800 m above the lowerend of the ramp. The hoop rolled down the ramp.
a) Calculate the hoopâs total mechanical energy at the top of theramp.
b) What is the hoopâs total mechanical energy at the bottom of theramp?
c) Calculate the hoopâs speed at the bottom of the ramp.
d) Calculate the hoopâs angular velocity at the bottom of theramp.
e) Calculate the hoopâs acceleration (linear acceleration).
f) Calculate the hoopâs angular acceleration.
g) Calculate the time required for the hoop to roll down theramp.
h) Calculate the hoopâs kinetic energy (linear kinetic energy) atthe bottom of the ramp.
i) Calculate the hoopâs rotational kinetic energy at the bottom ofthe ramp.