# Help with rectangular lawn figure in mathematics? Relevance

The perimeter circles the area.  You may determine the perimeter, in this case, by multiplying the length and width by 2.  So 17+27=44.  44x2= 88 ft perimeter.

The area is what's contained by the perimeter.  It is measured in square feet (ft2).  You may find this by multiplying the length by the width.  So 17*27 = 459 ft2.

• Roman1 month agoReport

Got time for some more?

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• (a)

Solving the Area of a rectangular lawn

A = LW = (27ft)(17ft) = 459 ft^2 answer/

/Solving the perimeter of rectangular lawn

P = 2L + 2WP = 2(17) + 2(27) = 88 ft answer//

(b) Perimeter

(c) Area

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• linear units = [ft].

Lawn dimensions = LxW = 27x17.

(a) Area = (27*17)[ft]^2 = 459[ft]^2.

.....Perimeter = 2(L+W) = 2(44)[ft] = 88[ft].

(b) Perimeter.

(c) Area.

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• (a)

A = 459 ft^2

P = 88 ft

(b)

Perimeter

(c)

Area

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• Anonymous
1 month ago

You must be kidding?

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• (a)

Area = 17 × 27 ft² = 459 ft²

Perimeter = 2 × (17 + 27) ft = 88 ft

(b)

Perimeter

(c)

Area

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• Anonymous
1 month ago

Do your own homework, these questions are not even hard.

• Roman1 month agoReport

Who says it’s my homework? And being anonymous like the coward you are when I know who the hell exactly you are shows you’re a mark.

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