Problema Solution
A rectangular lot has an area of 1,875 square meters. If the length of the lot is 50 meters greater than the width, what are the dimensions of the lot?
Answer provided by our tutors
The width is x and the length is (x+50)
SO the equation is
x(x+50) = 1875
x = 25
So
The width is 25 meters and the length is 75 meters