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We'll have to assume that the slope of the bottom is uniform ... i.e., it's one straight

flat surface that's 3-ft below the rim at one end and 6-ft below the rim at the other end,

with no breaks or landings. With that assumption, we can treat the whole thing as if the

bottom is flat at the average depth of 4.5 ft over the entire length.

Then the volume of the pool is (L x W x H) = (16 x 32 x 4.5) = 2,304 cubic feet = 17,235 gallons. (rounded)

That's the volume of the pool, from the bottom up to the rim. We have no way

of knowing how much water is in it.

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Q: How many gallons of water are there in a pool 16x32 feet that is 6 feet in the deep end and 3 feet in the shallow end?
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