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Answer:

vectors:

downwards force vector at some angle is mg.cos(theta), where theta is the angle between the dowards vertical and the angle (downslope) the thing is travelling. Honestly though, it would depend on what info you had been given. That is a very general question.

If the question was, "given the vertical downwards velocity, how would you calculate the velocity at some angle to that line?" Then it would be easier to help.

I assume, because you give mass that you want to calculate the force, and are assuming that there is no friction present. Then there would be a constant acceleration of g.cos(theta).

You might then use the above to calculate the final velocity experienced at that angle at some point in time, and then use one of the uniform acceleration formulas:

v=u+at ; s=ut+(1/2)a.t^2 ; V^2=u^2 +2.a.s to calculate the final velocity. But the velocity would be constantly changing if there was a constant force and no friction, so time t would have to be given.

Need more information on that one.

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15y ago

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