The volume of a closed space can be measured by determining the number of cubic units that can fit inside a given space without any gaps or overlaps.

What is the length (in cm) of each edge of a cube whose volume is numerically equal to the area of a square whose length of each side measures 8cm?
a. 64
b. 16
c. 8
d. 4
e. 2

Question

The volume of a closed space can be measured by determining the number of cubic units that can fit inside a given space without any gaps or overlaps.

What is the length (in cm) of each edge of a cube whose volume is numerically equal to the area of a square whose length of each side measures 8cm?
a. 64
b. 16
c. 8
d. 4
e. 2

ncxies · Answer

Answer:64simple‚ it’s 64 because the length of the cube (3D) is 4 so each of it’s length is 8‚ so 8×4

Answer (1)

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