Roman asked in Science & MathematicsMathematics · 1 month ago

# Help with rectangular lawn figure in mathematics?

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• 1 month ago

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.

• 1 month ago

(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

• Philip
Lv 6
1 month ago

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.

• 1 month ago

(a)

A = 459 ft^2

P = 88 ft

(b)

Perimeter

(c)

Area

• Anonymous
1 month ago

You must be kidding?

• 1 month ago

(a)

Area = 17 × 27 ft² = 459 ft²

Perimeter = 2 × (17 + 27) ft = 88 ft

(b)

Perimeter

(c)

Area