Calculating Projectile Speed in Terms of k, s, m, g, y, and H

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The discussion focuses on calculating the speed of a projectile ball at launch and upon hitting the ground, expressed in terms of variables k, s, m, g, y, and H. Participants emphasize the importance of using conservation of mechanical energy, while also considering the effects of friction on the system. A structured approach is recommended, dividing the problem into three distinct parts to simplify calculations and enhance understanding.

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ElectricMile
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Calculate vr, the speed of the ball when it leaves the launching ramp. Express the speed of the ball in terms of k, s, m, g, y, and/or H.

i know it will contain m, y and k

also

With what speed will the ball hit the floor? Express the speed of the ball in terms of k, s, m, g, y, and/or H.

i am so confused when it comes to creating these "expressions" i don't even know where to begin or what the heck to do.
 

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I would use conservation of mechanical energy, of course if there wasn't friction, is the system frictionless?
 
it says nothing about friciton
 
Well imagining there's friction, you could calculate the forces to calculate the initial speed at the bottom of the ram, then friction and gravity will slow down the ball til it hits the top, then just use projectile motion.
 
see, that just blew over my head, I am still boggled
 
Divide the problem into 3 parts.
 

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