A rectangular rug has perimeter 1388 inches. The length is 34 inches more than twice the width. Find the length and width of the rug.

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binhan · Answer

The  length  of the  rectangle  is  474 inches  and the  width  of the  rectangle  is  220 inches .    A rectangular rug has a perimeter of  1388 inches . The length is 34 inches more than  twice  the width.  We need to find the length and width of the rug.  What is a perimeter of a rectangle?  The  perimeter  of a  rectangle  is the  sum  of the  lengths  of all its  sides .  Let the width of the rectangle be  x inches , and then the length of the rectangle be  2x +34 inches .  We know that, the  perimeter  of the  rectangle = 2(Length+Width)   Now, 1388 inches =2(2x+34+x)  ⇒6x+68=1388  ⇒6x=1320  ⇒x=220 inches  Width= 220 inches  and Length=2x+34=440+34= 474 inches .    Hence, the  length  of the  rectangle  is  474 inches  and the  width  of the  rectangle  is  220 inches .    To learn more about the  perimeter of a rectangle  visit:  https://brainly.com/question/2142493    #SPJ1

What is a perimeter of a rectangle?

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