In this question, we have a tissue box. This is a cuboid, that is, is it a closed box of three pairs of rectangular faces placed opposite one another, and they are joined at right angles. Having this information into account, we have that the volume of this box is:
[tex]V_{\text{tissuebox}}=l\cdot w\cdot h[/tex]Where
• l is the length of the box, l = 10cm.
,• w is the width of the box, w = 5cm.
,• h is the height of the box, h = 3cm.
Then, we have:
[tex]V_{\text{tissuebox}}=10\operatorname{cm}\cdot5\operatorname{cm}\cdot3\operatorname{cm}=150\operatorname{cm}\Rightarrow V_{tissuebox}=150\operatorname{cm}^3[/tex]Therefore, the volume of this prism tissue box is 150 cubic centimeters.
