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aimslin22
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1. An ice cube is placed on top of an overturned spherical bowl of radius r. (a half circle with a radius r). If the cube slides down from rest at the top of the bowl, at what angle(o) does it separate from the bowl? (hint: what happens to normal force when it leaves the bowl?)
KE=1/2mv^2
PE=mgh
F=ma
When the normal force leaves the bowl, it doesn't exist anymore.
At when the ice cube is about leave, the height is rcos(o), so PE = mgrcos(o)
When the ice cue is about to hit the ground, all the PE is Ke, so:
1/2mv^2 = mgrcos(o)
1/2v^2 = grcos(o)
the x distance the ice cube slides before separates is rsin(o)
Um...so I'm not too sure how I'm suppose do, so far I have found random information, but I don't know what to do know.
Homework Equations
KE=1/2mv^2
PE=mgh
F=ma
The Attempt at a Solution
When the normal force leaves the bowl, it doesn't exist anymore.
At when the ice cube is about leave, the height is rcos(o), so PE = mgrcos(o)
When the ice cue is about to hit the ground, all the PE is Ke, so:
1/2mv^2 = mgrcos(o)
1/2v^2 = grcos(o)
the x distance the ice cube slides before separates is rsin(o)
Um...so I'm not too sure how I'm suppose do, so far I have found random information, but I don't know what to do know.