Water droplets, of mass m each, are dripping from height h at a rate o

1.	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» 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 please mark it as brainliest if uh got help..

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»

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

please mark it as brainliest if uh got help..

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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.​

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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.