if force is perpendicular to motion,then is kinetic energy constant?
yes precisely.. we say no work is being done.. only direction changes !
Well lets look at this situation! \[K _{E} = \frac{ 1 }{ 2} mv ^{2}\] |dw:1365062987265:dw|
Work = \[Fd\]= \[\Delta K _{E}\] So, since the force is constant over the displacement there is no change in Kinetic Energy.
|dw:1365063208427:dw| As Mashy said, the only thing that is going to change is the ball's direction. Work is being done on it to change it direction though. |dw:1365063296084:dw|
But if you account the work done also by friction, the yes. Kinetic energy changing, In fact. Is decreasing.
you mean kinetic energy changes
Simple answer to your question would be like what Mashy said. But keep in mind of friction.
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