The volume of a Pyramid is

Big B means you have to multiply the base first so 16*16
to find the hight you can use the Pythagorean theorem
the length of one of the sides is 16 so we have to divide that by 2 to get one of the legs for the Pythagorean theorem which is 8 and 17 is the hypotenuse.
Pug it in and it will look like this

square them to get

subtract 64 from both sides to get

then square root it to get the height

then plug that into your volume formula

Add it up to get a volume of 1,280. Hope this helps Good luck :)