For example, if an object of mass 'm' falls down from a height 'h', it's gravitational potential energy (PE) at the top equals it's kinetic energy (KE) as it reaches the ground. mgh 1/2mv² Here 'v' is the final velocity of the object. Use the dimensional analysis to check the correctness of this equation.

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According to the law of conservation energy, total mechanical energy of an isolated system is a
constant.
For example, if an object of mass 'm' falls down from a height 'h', it's gravitational potential energy
(PE) at the top equals it's kinetic energy (KE) as it reaches the ground.
mgh =
mv²
Here 'v' is the final velocity of the object.
Use the dimensional analysis to check the correctness of this equation.
(Please submit your answer on paper and no need to submit it in Moodle).
Answer:
Transcribed Image Text:According to the law of conservation energy, total mechanical energy of an isolated system is a constant. For example, if an object of mass 'm' falls down from a height 'h', it's gravitational potential energy (PE) at the top equals it's kinetic energy (KE) as it reaches the ground. mgh = mv² Here 'v' is the final velocity of the object. Use the dimensional analysis to check the correctness of this equation. (Please submit your answer on paper and no need to submit it in Moodle). Answer:
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