Question

The following shape is made up of 6 cubes. The volume of the shape is 384 cm³. If the

shape is dipped in paint then taken apart, what is the area of the unpainted surfaces?

Answer 1

Answer: 64 cm

Explanation:

V = 384 cm ; 6 cubes

(6)(side^3)/6 = 384/6 (divide both sides by 6)

s^3 = 384/6

s^3 = 64

v = 1 = 64

s = 3sq root of 64

s = 4 cm

now, we're looking at the 4 squares that's gonna be unpainted

A = 4^2 = 16

= 4 (16)

A = 64 cm is the area of the unpainted surface

sorry for the late answer i hope this helps

good luckseu