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Help me please!!! !!!

Help me please!!! !!!-example-1

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To solve this problem, we need to calculate the volume of water in Container A, the volume of Container B, and subtract the volume of water from Container B from the volume of Container A.

The volume of water in Container A can be found using the formula for the volume of a cylinder:

V = πr^2h

where V is the volume, r is the radius, and h is the height.

For Container A, we have:

V(A) = π(6^2)(15)

V(A) = 1,620π

The volume of Container B can be found using the same formula:

V(B) = π(7^2)(8)

V(B) = 1,232π

After pumping the water from Container A into Container B, Container B is completely full, which means its volume is equal to the volume of the water from Container A.

So, the volume of water in Container A is:

V(water) = V(B)

V(water) = 1,232π

To find the volume of the empty space inside Container A, we need to subtract the volume of water in Container A from the total volume of Container A:

V(empty space) = V(A) - V(water)

V(empty space) = 1,620π - 1,232π

V(empty space) = 388π

V(empty space) ≈ 1,219.8 cubic feet

Therefore, the volume of the empty space inside Container A is approximately 1,219.8 cubic feet (rounded to the nearest tenth of a cubic foot).

Hope you understood it...

User Richard Taylor
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