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IRELAND
The solid figure is made of right rectangular prisms.
What is the volume of the figure, in cubic inches?
Use the number pad to enter your answer in the box.

◻ in.
^(3)
◻

rarr
2
2
1
2
3
4
5
1 of 5
Completed
Finish Later
(11)

IRELAND $\newline$ The solid figure is made of right rectangular prisms. $\newline$ What is the volume of the figure, in cubic inches? $\newline$ Use the number pad to enter your answer in the box. $\newline$ $\square$ in. $^{3}$ $\square$ $\newline$ $\rightarrow$ $\newline$ $2$ $\newline$ $2$ $\newline$ $1$ $\newline$ $2$ $\newline$ $3$ $\newline$ $4$ $\newline$ $5$ $\newline$ $1$ of $5$ $\newline$ Completed $\newline$ Finish Later $\newline$ ( $11$ )

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Evaluate variable expressions: word problems

Full solution

Q. IRELAND

\newline

The solid figure is made of right rectangular prisms.

\newline

What is the volume of the figure, in cubic inches?

\newline

Use the number pad to enter your answer in the box.

\newline

\square

in.

^{3}

\square

\newline

\rightarrow

\newline

2

\newline

2

\newline

1

\newline

2

\newline

3

\newline

4

\newline

5

\newline

1

of

5

\newline

Completed

\newline

Finish Later

\newline

(

11

)

Find Dimensions: First, we need to find the dimensions of each right rectangular prism that makes up the solid figure. Let's assume there are two prisms, Prism $A$ and Prism $B$ .
Calculate Volume: For Prism A, let's say the length is ' extit{l}', the width is ' extit{w}', and the height is ' extit{h}'. We calculate the volume as $V = l \times w \times h$ .
Add Volumes: For Prism B, we do the same thing. If it has different dimensions, we use its length $l_2$ , width $w_2$ , and height $h_2$ to calculate its volume as $V_2 = l_2 \times w_2 \times h_2$ .
Missing Measurements: Now, we add the volumes of both prisms to get the total volume of the figure. Total Volume = $V + V_2$ .
Missing Measurements: Now, we add the volumes of both prisms to get the total volume of the figure. Total Volume = $V + V_2$ .But wait, we don't have the actual dimensions given in the problem. We can't solve it without the measurements of the prisms. So, we can't find the total volume.

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