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Find the volume of the prism.
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Hint: Find the volume of the base, which is this triangle here |dw:1367631262305:dw| and multiply this base area by the height
13 * 13?
this is an equilateral triangle, so use the formula \[\large A = \frac{s^2}{4}\sqrt{3}\] A = area s = side length (in this case, s = 13)
\[A = 169 \sqrt3 / (4)\]
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good
multiply that by the height of 24 to get \[\large V = 24*\frac{169}{4}\sqrt{3}\] \[\large V = 6*169\sqrt{3}\] \[\large V = 1014\sqrt{3}\] and that's the exact volume, you use a calculator to find the approximate volume
1, 756.3
I'm getting 1,756.29951887484 If you round that to the nearest tenth, then you get 1,756.3, so you are correct (assuming you round this way)
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