Problema Solution
the perimeter of a rectangle is 38 feet. the length is 17 feet less than five times the width. what are the dimensions of the rectangle
Answer provided by our tutors
let
l = the length of the rectangle
w = the width of the rectangle
P = 38 ft the perimeter of the rectangle
2(l + w) = 38
the length is 17 feet less than five times the width:
l = 5w - 17
by solving the system of equations:
2(l + w) = 38
l = 5w - 17
we find:
l = 13 ft
w = 6 ft
click here to see the step by step solution of the system of equations:
the dimensions of the rectangle are: the length is 13 ft and the width is 6 ft.