Question

Marie has a building with a 40-foot width, 70-foot length, and 16 foot height. How many cubic feet of hay can be stored in this building, if the hay can be stacked only 12 feet high?

Answer 1

width: 40 ft

length: 70ft

height: 16 ft
it can be stretched 12 ft
hence v = L*H**W
70*16*40*12= 33600 cubic ft

Explanation:

Answer 2

Explanation:

To find out how many cubic feet of hay can be stored in the building, we need to calculate the volume of the space inside the building. Since the hay can be stacked only 12 feet high, we'll consider that height for the calculation.

The building has the following dimensions:

Width: 40 feet

Length: 70 feet

Height: 12 feet (the maximum stacking height)

To find the volume, we multiply these dimensions:

Volume = Width x Length x Height

Volume = 40 feet x 70 feet x 12 feet

Volume = 33,600 cubic feet

So, the building can store 33,600 cubic feet of hay.