Average kinetic energy during its motion from the position of equilibrium to the end
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Explanation: this is not so exact dont be offended
For trying to find the answer I used integration to find the average value of the velocity as time dependent function
12mv2=12mA2ω2cos2ωt,
from 0 to π2ω, I am getting π2ma2ν2, which is correct.
However when using velocity as a function of position
12mv2=12mw2(A2−x2)
from 0 to A I am getting a different answer, 13π2ma2ν2.
Why is that the case? hope this helpful
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