How to find out the length and width of a parallelepiped if we know the volume of 432

How to find out the length and width of a parallelepiped if we know the volume of 432 meters and the height of 4 meters?

First, let’s remember how the volume of a parallelepiped is calculated:

V = a * b * h = S * h,

where a is the length,
b – width,
h – height,
S is the base area.

Based on the initial data and taking this formula into account, we express the area of the base from it and calculate what it is equal to:

S = V: h = 432: 4 = 108 (m 2).

Consequently, the product of length and width is equal to 108 m 2. It is impossible to calculate specific values in this problem, since the data required for this are missing.

Answer: a * b = 108 (m 2).