5th Grade Math - Mesure Volume by Counting Unit Cubes: CCSS.Math.Content.5.MD.C.4

If you count unit cubes in a solid figure, and you find that there are $73\text{ cubic centimeters}$ inside the solid figure, what is the volume of the figure?

$73\textup{ centimeters}^3$

$73\textup{ centimeters}^2$

$146\textup{ centimeters}^3$

$146\textup{ centimeters}^2$

$73\textup{ inches}^3$

Explanation

Volume is the amount of space within a solid figure. If a figure is made up of $73\text{ cubic centimeters}$ then the volume is $73\textup{ centimeters}^3$

If you count unit cubes in a solid figure, and you find that there are $126\text{ cubic centimeters}$ inside the solid figure, what is the volume of the figure?

$126\textup{ centimeters}^3$

$126\textup{ centimeters}^2$

$126\textup{ inches}^3$

$252\textup{ inches}^3$

$252\textup{ inches}^2$

Explanation

Volume is the amount of space within a solid figure. If a figure is made up of $126\text{ cubic centimeters}$ then the volume is $126\textup{ centimeters}^3$

If you count unit cubes in a solid figure, and you find that there are $77\text{ cubic centimeters}$ inside the solid figure, what is the volume of the figure?

$77\textup{ centimeters}^3$

$77\textup{ centimeters}^2$

$154\textup{ centimeters}^3$

$154\textup{ centimeters}^2$

$77\textup{ inches}^3$

Explanation

Volume is the amount of space within a solid figure. If a figure is made up of $77\text{ cubic centimeters}$ then the volume is $77\textup{ centimeters}^3$

If you count unit cubes in a solid figure, and you find that there are $36\text{ cubic centimeters}$ inside the solid figure, what is the volume of the figure?

$36\textup{ centimeters}^3$

$36\textup{ inches}^3$

$36\textup{ centimeters}^2$

$72\textup{ centimeters}^3$

$72\textup{ centimeters}^2$

Explanation

Volume is the amount of space within a solid figure. If a figure is made up of $36\text{ cubic centimeters}$ then the volume is $36\textup{ centimeters}^3$

If you count unit cubes in a solid figure, and you find that there are $82\text{ cubic centimeters}$ inside the solid figure, what is the volume of the figure?

$82\textup{ centimeters}^3$

$164\textup{ centimeters}^3$

$82\textup{ centimeters}^2$

$164\textup{ centimeters}^2$

$82\textup{ inches}^3$

Explanation

Volume is the amount of space within a solid figure. If a figure is made up of $82\text{ cubic centimeters}$ then the volume is $82\textup{ centimeters}^3$

If you count unit cubes in a solid figure, and you find that there are $112\text{ cubic centimeters}$ inside the solid figure, what is the volume of the figure?

$112\textup{ centimeters}^3$

$112\textup{ centimeters}^2$

$112\textup{ inches}^3$

$224\textup{ centimeters}^3$

$224\textup{ centimeters}^2$

Explanation

Volume is the amount of space within a solid figure. If a figure is made up of $112\text{ cubic centimeters}$ then the volume is $112\textup{ centimeters}^3$

If you count unit cubes in a solid figure, and you find that there are $92\text{ cubic centimeters}$ inside the solid figure, what is the volume of the figure?

$92\textup{ centimeters}^3$

$92\textup{ centimeters}^2$

$92\textup{ inches}^3$

$184\textup{ centimeters}^3$

$184\textup{ inches}^2$

Explanation

Volume is the amount of space within a solid figure. If a figure is made up of $92\text{ cubic centimeters}$ then the volume is $92\textup{ centimeters}^3$

If you count unit cubes in a solid figure, and you find that there are $69\text{ cubic centimeters}$ inside the solid figure, what is the volume of the figure?

$69\textup{ centimeters}^3$

$69\textup{ inches}^3$

$138\textup{ centimeters}^3$

$138\textup{ centimeters}^2$

$138\textup{ inches}^3$

Explanation

Volume is the amount of space within a solid figure. If a figure is made up of $69\text{ cubic centimeters}$ then the volume is $69\textup{ centimeters}^3$

If you count unit cubes in a solid figure, and you find that there are $103\text{ cubic centimeters}$ inside the solid figure, what is the volume of the figure?

$103\textup{ centimeters}^3$

$103\textup{ centimeters}^2$

$103\textup{ inches}^3$

$206\textup{ inches}^3$

$206\textup{ inches}^2$

Explanation

Volume is the amount of space within a solid figure. If a figure is made up of $103\text{ cubic centimeters}$ then the volume is $103\textup{ centimeters}^3$

If you count unit cubes in a solid figure, and you find that there are $85\text{ cubic centimeters}$ inside the solid figure, what is the volume of the figure?

$85\textup{ centimeters}^3$

$85\textup{ inches}^3$

$85\textup{ inches}^2$

$85\textup{ centimeters}^2$

$170\textup{ centimeters}^3$

Explanation

Volume is the amount of space within a solid figure. If a figure is made up of $85\text{ cubic centimeters}$ then the volume is $85\textup{ centimeters}^3$

Mesure Volume by Counting Unit Cubes: CCSS.Math.Content.5.MD.C.4

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