Cubic Units: CCSS.Math.Content.5.MD.C.3a

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5th Grade Math › Cubic Units: CCSS.Math.Content.5.MD.C.3a

Questions 1 - 10

1

What is the volume of a cube with side lengths of units?

$3\textup,375\text{ cubic units}$

$30\textup,375\text{ cubic units}$

$15\textup,000\text{ cubic units}$

$15\text{ cubic units}$

$225\text{ cubic units}$

Explanation

Volume is measured in cubic units. The equation for volume is :

$v=l\times w\times h$

Because we have a cube with a side length of we have

$v=15\times15\times15$

$v=3\textup,375\text{ cubic units}$ or $3\textup,375\text{ units}^3$

2

What is the volume of a cube with side lengths of units?

$6\textup,859\text{ cubic units}$

$19\textup,093\text{ cubic units}$

$19\text{ cubic units}$

$361\text{ cubic units}$

$910\text{ cubic units}$

Explanation

Volume is measured in cubic units. The equation for volume is :

$v=l\times w\times h$

Because we have a cube with a side length of we have

$v=19\times19\times19$

$v=6\textup,859\text{ cubic units}$ or $6\textup,859\text{ units}^3$

3

What is the volume of a cube with side lengths of units?

$10\textup,648\text{ cubic units}$

$22\text{ cubic units}$

$44\textup,648\text{ cubic units}$

$44\text{ cubic units}$

$22\textup,648\text{ cubic units}$

Explanation

Volume is measured in cubic units. The equation for volume is :

$v=l\times w\times h$

Because we have a cube with a side length of we have

$v=22\times22\times22$

$v=10\textup,648\text{ cubic units}$ or $10\textup,648\text{ units}^3$

4

What is the volume of a cube with side lengths of units?

$5\textup,832\text{ cubic units}$

$8\textup,832\text{ cubic units}$

$180\text{ cubic units}$

$18\text{ cubic units}$

$324\text{ cubic units}$

Explanation

Volume is measured in cubic units. The equation for volume is :

$v=l\times w\times h$

Because we have a cube with a side length of we have

$v=18\times18\times18$

$v=5\textup,832\text{ cubic units}$ or $5\textup,832\text{ units}^3$

5

What is the volume of a cube with side lengths of units?

$4\textup,913\text{ cubic units}$

$17\textup,913\text{ cubic units}$

$17\text{ cubic units}$

$289\text{ cubic units}$

$7\textup,009\text{ cubic units}$

Explanation

Volume is measured in cubic units. The equation for volume is :

$v=l\times w\times h$

Because we have a cube with a side length of we have

$v=17\times17\times17$

$v=4\textup,913\text{ cubic units}$ or $4\textup,913\text{ units}^3$

6

What is the volume of a cube with side lengths of units?

$8\textup,000\text{ cubic units}$

$20\textup,000\text{ cubic units}$

$2\textup,000\text{ cubic units}$

$200\text{ cubic units}$

$20\text{ cubic units}$

Explanation

Volume is measured in cubic units. The equation for volume is :

$v=l\times w\times h$

Because we have a cube with a side length of we have

$v=20\times20\times20$

$v=8\textup,000\text{ cubic units}$ or $8\textup,000\text{ units}^3$

7

What is the volume of a cube with side lengths of units?

$1\textup,000\text{ cubic units}$

$1000\text{ cubic units}$

$10\text{ cubic units}$

$2\textup,000\text{ cubic units}$

$10\textup,000\text{ cubic units}$

Explanation

Volume is measured in cubic units. The equation for volume is :

$v=l\times w\times h$

Because we have a cube with a side length of we have

$v=10\times10\times10$

$v=1\textup,000\text{ cubic units}$ or $1\textup,000\text{ units}^3$

8

What is the volume of a cube with side lengths of units?

$12\textup,167\text{ cubic units}$

$1\textup,167\text{ cubic units}$

$46\text{ cubic units}$

$23\text{ cubic units}$

$512\text{ cubic units}$

Explanation

Volume is measured in cubic units. The equation for volume is :

$v=l\times w\times h$

Because we have a cube with a side length of we have

$v=23\times23\times23$

$v=12\textup,167\text{ cubic units}$ or $12\textup,167\text{ units}^3$

9

What is the volume of a cube with side lengths of unit?

$1\text{ cubic unit}$

$2\text{ cubic units}$

$3\text{ cubic units}$

$4\text{ cubic units}$

$5\text{ cubic units}$

Explanation

Volume is measured in cubic units. The equation for volume is :

$v=l\times w\times h$

Because we have a cube with a side length of we have

$v=1\times1\times1$

$v=1\text{ cubic unit}$ or $1\text{ unit}^3$

10

What is the volume of a cube with side lengths of units?

$2\textup,744\text{ cubic units}$

$12\textup,744\text{ cubic units}$

$14\textup,744\text{ cubic units}$

$14\text{ cubic units}$

$28\text{ cubic units}$

Explanation

Volume is measured in cubic units. The equation for volume is :

$v=l\times w\times h$

Because we have a cube with a side length of we have

$v=14\times14\times14$

$v=2\textup,744\text{ cubic units}$ or $2\textup,744\text{ units}^3$

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