What height is KE equal to PE for a 4kg ball thrown at 40m/s?

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When a 4 kg ball is thrown upwards at 40 m/s, the point at which kinetic energy (KE) equals potential energy (PE) can be calculated using the equation KEi + PEi = KEf + PEf. The ball is assumed to be thrown from a height of 0 m. The initial kinetic energy is 3200 J, so to find the height where KE equals PE, it needs to reach half of that value, which is 1600 J. Solving the equation reveals that this occurs at a height of 40 m. Therefore, the height at which KE equals PE for the ball is 40 m.
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when a ball with 4 kg in thrown upwards at a velocity of 40m/s, at what height is the KE equal to PE?
 
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Do you have any relevant equations yet?
Also, I assume it is being thrown from a y(0)= 0m?
 
It is like KEi+PEi=KEf+PEf and I need to find at which height they are equal

yes it is thrown from y=0m
 
\frac{1}{2}mv_1^2 = \frac{1}{2}mv_2^2 + mgh_2
As the equation shows, they are equal at the height that takes half of the initial kinetic energy.
 
can you please solve it xcvxcvvc?
 
zafer said:
can you please solve it xcvxcvvc?

Solve what? You don't use the entire equation I wrote. You solve the equation I defined with my words.
 
Have you tried anything yet?
 
yes it should be h=40 m to be equal.
Because the KEi=3200 J and it should take the half of it to be equal,which means 1600J
 
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