A ball is launched up an inclined plane with an initial speed of 10m/s. The ball leaves the plane at B traves and eventually falls onto the level ground at C. If the plane is inclined at 30 degrees and is 2m long, find: A) The speed of the ball just before it left the inclined plane B) The time taken by the ball to reach C C)The total horizontal distance traveled by the ball before reaching C.
is it leaving the plane at 2ms? or at some other point B?
if we ignore friction, and the ball is launched UP the ramp, and not AT the ramp; then can we assume that it velocity is affected only by gravity? or is there other factors at play here?
Yes, it is leaving point B, which is 2meters from it's original stating point.
Nope only gravity. No friction or air resistance.
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Yes, that's exactly how it looks in the problem.
\[speed=\frac{distance}{time}\]\[time=\frac{distance}{speed}=\frac 2{10}=.2 sec\]
i should prolly consider the initial upward component tho
right, and doesn't gravity effect the speed?
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