Question

find the volume of these rectangular prisms. they are not to scale! volume = volume = volume = volume = volume = volume = volume = volume =

Explanation:

Step1: Recall volume formula

The volume formula for a rectangular - prism is $V = l\times w\times h$, where $l$ is the length, $w$ is the width, and $h$ is the height.

Step2: Calculate first prism volume

For the first prism with $l = 2$ in, $w = 2$ in, $h = 2$ in, $V_1=2\times2\times2 = 8$ in³.

Step3: Calculate second prism volume

For the second prism with $l = 6$ in, $w = 2$ in, $h = 2$ in, $V_2=6\times2\times2 = 24$ in³.

Step4: Calculate third prism volume

For the third prism with $l = 2$ in, $w = 1$ in, $h = 8$ in, $V_3=2\times1\times8 = 16$ in³.

Step5: Calculate fourth prism volume

For the fourth prism with $l = 7$ in, $w = 2$ in, $h = 2$ in, $V_4=7\times2\times2 = 28$ in³.

Step6: Calculate fifth prism volume

For the fifth prism with $l = 3$ in, $w = 3$ in, $h = 3$ in, $V_5=3\times3\times3 = 27$ in³.

Step7: Calculate sixth prism volume

For the sixth prism with $l = 3$ in, $w = 3$ in, $h = 5$ in, $V_6=3\times3\times5 = 45$ in³.

Step8: Calculate seventh prism volume

For the seventh prism with $l = 5$ in, $w = 3$ in, $h = 4$ in, $V_7=5\times3\times4 = 60$ in³.

Step9: Calculate eighth prism volume

For the eighth prism with $l = 2$ in, $w = 2$ in, $h = 10$ in, $V_8=2\times2\times10 = 40$ in³.

Step10: Calculate ninth prism volume

For the ninth prism with $l = 8$ in, $w = 2$ in, $h = 4$ in, $V_9=8\times2\times4 = 64$ in³.

Answer:

8 in³
24 in³
16 in³
28 in³
27 in³
45 in³
60 in³
40 in³
64 in³