Answer :
The dimensions of the rectangle are 10 inches by 25 inches
How to the dimensions of the rectangle?
The given parameters are
- Width = five less than three times the length
- The perimeter of the rectangle = 70
The above parameters mean
w = 3l - 5
P = 70
The perimeter of the rectangle is
P =2(l + w)
So, we have
2(l + 3l - 5) = 70
Divide by 2
l + 3l - 5 = 35
Evaluate the like terms
4l = 40
Divide by 4
l = 10
Substitute l = 10 in w = 3l - 5
w = 3 * 10 - 5
w = 25
Hence, the dimensions of the rectangle are 10 inches by 25 inches
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