Question

Water droplets, of mass m each, are dripping from height h at a rate of r per second. Find the center of mass of the droplets.

The position of each droplet is a function of time. The number of drops is also a function of time. If possible, express the final answer as an integral in time.​

Answer 1

Answer:

centre of mass will lie at the centre of sphere i.e. the point where each and every symmetrical axis of sphere intersects with other axis..

Explanation:

position of each droplet as a function of time will be given as

position = H - (gt^2)/2

g= accn due to gravity

H = initial height

t = time in seconds

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