Answer
a. 14 ft²
b. length = 7 ft, width = 2 ft
c.
Explanation
a. The dresser has a shape of a rectangular prism. Then, the volume of the dresser is calculated as follows:

Substituting with V = 42 cubic ft, and height = 3 ft, and solving for the area of the base:

b. The base of the dresser is a rectangle. Then, the area of the base is calculated as follows:

Assuming the length is 7 ft, and substituting A = 14 sq ft, the width must be:
