Problema Solution
The length of a rectangle is 9cm more than the width the perometer of the rectangle is 118cm find the dimensions
Answer provided by our tutors
let 'w' represent the width, then 'w+9' represents the length
perimeter = 2(l+w), where 'l' and 'w' represent length and width
118 = 2(w + w+9)
solving for 'w' we have w=25
25+9=34
the width is 25 cm, the length is 34 cm
Let 'l' and 'w' stand for length and width. We can write:
l=w+9 (The length of a rectangle is 9cm more than the width)
2l+2w=118 (the perometer of the rectangle is 118cm)
Using Algebrator to solve for 'l' and 'w', we get:
l=34
w=25