Consider the two similar rectangles shown in the figure.
Find the area of Rectangle A.
Area A = $\editable{}$cm2
Find the area of Rectangle B.
Area B = $\editable{}$cm2
What is the ratio of the area of Rectangle A to Rectangle B?
Is it true in this case that if the matching sides of two similar figures are in the ratio $m:n$m:n, then their areas are in the ratio $m^2:n^2$m2:n2?
True
False
The figures in each pair are similar. By first finding the ratio of the sides, what is the value of the variable?
Find the value of $x$x in each of the following cases: