+219 Let $ABCDE$ be a right square pyramid, with base $ABCD$ and apex $E.$ Find the volume of the pyramid.
+1926 I'm not exactly sure what the problem is asking, but I'll but the area in terms of the things we have.
The volume of the pyramid is 1/3 of the base area mutliplied by the height.
So we have the area of the pyramid as \(\frac{1}{3}[ABCD]h\) where h is the height. We could probably figure out the height by using the paythagorean theorem through the slant height and the diagonal of ABCD!
I hope I answered your question!
Thanks! :)
