n the previous question we saw how we could express the square's perimeter in terms of its side length. Let's now explore how we can express the square's area in terms of its side length. Recall that the square's area is the measure of the two-dimensional space within the square, and the area of the square can always be found by squaring the square's side length. For example, if the square has a side length of 1.5 inches then the area of the square is 1.5 2 = 2.25 in 2 Untried Let x represent the side length (in inches) of the square with an area of 1.00 inches squared. x=1.00 inches.Complete the following table of values shown how the square's area is related to the length of one side of the square. Length of one side (inches) Area (square inches) 2 2 2 = 4 3.5 6.3 12.25 Write an expression (in terms of x ) that represents the square's area (in square)