What linear equation will determine the length, given the area of a rectangle is 48 sq ft and the width is 6ft?

1 Answer
May 24, 2018

The equation is l = 6.

Explanation:

First, we know that the area of a rectangle is equal to length times width, or A = lw.

We know the area and the width, so we can solve the length.

The definition of a linear equation is simply an equation where when two points are plotted on a graph, you can make a straight line through the two points. Another way to state this is that it has a max of one unknown/variable.

First, let's plug in our values into the rectangle formula:
A = lw

48 = l6

Now, we need l alone, so divide both sides by color(blue)6:
48/color(blue)6 = (l6)/color(blue)6

Therefore, the linear equation is:
l = 6

Hope this helps!