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DESPOCHES - MATHEMATICS
MathXL for Schaol: Practice & Problom Solving
Fart 2 of 2
Use the figre to arswer
16-17.
A.:
Cick here to view the ligure

Enca wants to build the bardhouse shown. She bought a 29 inch by 47 -inch sheet of plywood. Does Erica have enough wood to make the birdhouse? Explain.

Yer "The surtace area of the birchouse is
405in^(2) and she has
1353in^(2) of wood.
17. Ence decides to paint the birchouse. She has a pint of paint that covers
41.5ft^(2) of surface. How can you tell that Enca has enough paint without calculating?
One square tool equals
◻
◻
in^(2), Enca only needs to cover
◻
in^(2) of surface, which is clase to
2,8ft^(2)
◻
tt^(2)

-epsi
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- DESPOCHES - MATHEMATICS $\newline$ MathXL for Schaol: Practice \& Problom Solving $\newline$ Fart $2$ of $2$ $\newline$ Use the figre to arswer $16-17$ . $\newline$ A.: $\newline$ Cick here to view the ligure $\newline$ $16$ . Enca wants to build the bardhouse shown. She bought a $29$ inch by $47$ -inch sheet of plywood. Does Erica have enough wood to make the birdhouse? Explain. $\newline$ Yer

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Add and subtract integers: word problems

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Q. - DESPOCHES - MATHEMATICS

\newline

MathXL for Schaol: Practice \& Problom Solving

\newline

Fart

2

of

2

\newline

Use the figre to arswer

16-17

.

\newline

A.:

\newline

Cick here to view the ligure

\newline

16

. Enca wants to build the bardhouse shown. She bought a

29

inch by

47

-inch sheet of plywood. Does Erica have enough wood to make the birdhouse? Explain.

\newline

Yer

Calculate Total Area: Calculate the total area of the plywood Erica bought. $\newline$ Calculation: $29 \text{ inches} \times 47 \text{ inches} = 1363 \text{ inches}^2$ .
Compare Plywood and Birdhouse Area: Compare the total area of the plywood to the surface area needed for the birdhouse. $\newline$ Calculation: Plywood area = $1363 \, \text{inches}^2$ , Required area = $405 \, \text{inches}^2$ .
Determine Area Comparison: Determine if the plywood area is greater than the required area. $\newline$ Calculation: $1363 \, \text{inches}^2 > 405 \, \text{inches}^2$ ? Yes.

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