can someone help me with my question please? I really have no clue about what steps to perform.

Question

adi3 · Answer

wow

anonymous · Answer

A water tank is in the shape of a hemisphere with a radius of 10 ft, and the base of the hemisphere is 30 ft off the ground.
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How much work is required to fill in the tank with water pumped from the ground into the bottom of the tank? (the density of water is 62.4 lb/ft^3 )

anonymous · Answer

(this is my question)

anonymous · Answer

What steps should I perform?

adi3 · Answer

i suck in geometry sorry

anonymous · Answer

is this a calculus 2 work problem? or what level math class?

anonymous · Answer

i dont want to throw integrals and radius of a disk at you if your not in cal 2

perl · Answer

we can use the integral:
$$\Large \int_{a}^{b} \rho y A(y) dy $$

perl · Answer

lets take a cross section of the hemisphere

wormynut · Answer

find the volume of the hemisphere and add it to the volume of the cylinder!

perl · Answer

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