The length of a rectangle is a 2 inches more than its width. the peremeter of the rectangle is 24 inches the equation 2x + 2(x+2)=24,where x is the width in inches represents this solution

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PERIMETER AREA RECTANGLE WIDTH AREA OF A RECTANGLE

Mira B. asked • 07/07/15

a rectangle has a perimeter of 40 cm. If the length is 2 cm longer than twice the width, find the area of the rectangle?

a rectangle has a perimeter of 40 cm. If the length is 2 cm longer than twice the width, find the area of the rectangle?

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Selam N. answered • 07/07/15

Experienced Educator with Masters Degree (in area of expertise)

P=2l+2w

We are given,

P=40cm

l=2w+2

Plug these into the first formula and solve for the dimensions,

length and width, of the rectangle:

40=2(2w+2)+2w Simplify

40=4w+4+2w

40=6w+4

36=6w

6=w OR the width is 6cm, therefore,

the length is

l=2(6)+2

l=14cm

To calculate the area of a rectangle, A=lw,

plug the length,14cm, and the width, 6cm, into this formula

A=(14)(6)

A=84cm2 OR the area of the rectangle is 84cm2.

the answer is 45 i just did it on oddesy ware

answer: 2x + 2 − 2 = 10 − 2; subtraction property of equality

step-by-step explanation: