Answer and Step-by-step explanation:
Since we know that this figure is a square pyramid, the <u>base is a square</u>. And the area of a square is its side multiplied by its side, which the sides would equal the same (since it is a square).
So, we square 625 to find One side of the square.

We get <em><u>25 </u></em>as the side.
The volume equation for a square pyramid is:

Where <u><em>a</em></u><em> </em>is the <u>side length of the base</u>, and <em><u>h</u></em> is the <u>height</u>.
Plug in the values.

The volume of the square pyramid is <em><u>6250 cubic meters.</u></em>
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