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The formula for the area of a square based pyramid is: V=1/3AH V being the volume, A the area of the base and H being the height. Substituting your values (although I'm not totaly sure what you mean by 'cubic units' as that refers to a volume, not a length) we get this: V=1/3 x 92x s Simplifying this we get: V=27s Therefore the answer to your question in 27s cubic units (this is what I get assuming that cubic units may have been a typo etc...). An alternative would be to substitute the cube root of 9 into the formula, when we do this we get: V= (92/3s)/3 Simplifying this we get: V=1.44224957s So an alternative answer is 1.44s cubic units (2dps) I hope this helps

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Q: What is the volume of a square pyramid with a height s and base side length is 9 cubic units?
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