The volume of the pyramid shown above is 147.97 units3 and the height is 9.6units. Find the length of one edge of the square base.

Answer:
6.8 units
Step-by-step explanation:
Formula for Area of a Pyramid:
V = 1/3 bh (b = area of triangular base)
147.97 = 1/3b(9.6)
Solve for b by dividing 147.97 by (1/3)(9.6)
b = 46.2
b is the area of the base so take the square root to find the length of one edge
√46.2 = 6.8 units