Answer:
Step-by-step explanation:
the height of a pyramid on a square base is 15 cm. If the volume is 80cm³, find the length of the side of the base
V=(aXh)/3 where V is volume, a is area, h is height
80= (aX15)/3
240 = 15a
a=240/15 = 16sq cm
sXs = 16 where s = side length of square base
s=4
