An object is falling freely under gravitational force its velocity aft

1.	An object is falling freely under gravitational force its velocity after travelling h is v if v depends upon gravitational acceleration g and distance d then prove with the help of dimensional analysis V==√gh
Answer» total work on the object = force * DISTANCE = mgh change in kinetic energy = work DONE = 0.5mv(final)^2 - 0.5mv(INITIAL)^2 = mgh. Assuming initial velocity is zero: 0.5mv(final)^2 = mgh --> v(final) = sqrt(2gh).

An object is falling freely under gravitational force its velocity after travelling h is v if v depends upon gravitational acceleration g and distance d then prove with the help of dimensional analysis V==√gh

Answer»

total work on the object = force * DISTANCE = mgh

change in kinetic energy = work DONE = 0.5mv(final)^2 - 0.5mv(INITIAL)^2 = mgh.

Assuming initial velocity is zero:

0.5mv(final)^2 = mgh --> v(final) = sqrt(2gh).

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An object is falling freely under gravitational force its velocity after travelling h is v if v depends upon gravitational acceleration g and distance d then prove with the help of dimensional analysis V==√gh

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