Kinetic and potential energy and speed

In summary, the conversation discusses a physics question about an object being dropped from a height and finding the point at which its kinetic energy and potential energy are equal. The conversation goes through the steps of finding the constant energy and solving for the height at which the object's potential energy is equal to its kinetic energy. The participants also discuss the types of energy the object possesses and how to find the constant using equations and math.
  • #36
Good, so now we have

2*potential energy = constant

2mgh = 20mh = 100m

20h = 100

Can you now go from here?
 
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  • #37
i'm still a little confused. so what would be the constant?
 
  • #38
Hootenanny said:
Good, so now we have

2*potential energy = constant

2mgh = 20mh = 100m

20h = 100

Can you now go from here?

what do i do form here?:confused:
 
  • #39
wait...
where did u get the 100?
 
  • #40
crpcrpcrp said:
i'm still a little confused. so what would be the constant?
The constant would be the 100m as you stated yourself.
crpcrpcrp said:
what do i do form here?:confused:
You should solve for h, the height of the ball when the potential energy is equal to the kinetic energy
crpcrpcrp said:
wait...
where did u get the 100?
You derived it yourself;
crpcrpcrp said:
the potential energy=mass*gravity*height
=10*10*m
=100m
 
  • #41
at starting height you know that potential energy = constant

you know the constant is potential energy + kinetic energy.

therefore the potential energy and the kinetic energy is the same if 2*potential energy=constant

you can therefore say constant/2 = potential energy or constant/2= kinetic energy

since you get the potential energy from gravity*mass*height you can simply just isolate the height since you have te energy from the constant.

its more math than physics however. hope it helps for any looking in here
 

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