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Quick Question


richnfg

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v^2= u^2 + 2a.s.

 

Where v= final velocity in metres/sec, u=initial velocity in metres/sec, a= acceleration due to gravity in metres/sec/sec and s= distance in metres.

 

 

Edit: I'm curious as to why you didn't just google "equations of motion".

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Just use kinetic and potential energy. Potential energy = mgh, kinetic = 0.5mv^2 (that's supposed to be "v squared")

 

When on top of the wall, the man has all potential energy, and no kinetic. When at the bottom, he has all kinetic and no potential. Since we know the total energy must always be same, we know the initial potential energy must equal the final kinetic energy. So:

 

mgh = 0.5mv^2

 

Then cancell out the mass,

 

gh = 0.5v^2

 

Multiply by 2, and square root each side

 

sqrt(2gh)=v

 

So the sqaure root of 2 times the gravitation acceleration times the height equals the final velocity.

 

 

Alternatively, you could be a smartass and say "0, he stops when he hits the ground."

 

Mokele

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'']Note: these are equations for the man falling. If he jumps upward, it would be a different number.

 

They work for a man jumping up, too.

 

What it doesn't do is tell you about vector information if he jumps forward as well as falling or jumping up - you'll get the impact speed, not the vertical speed. And it ignores air resistance.

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