CPM Homework Help : INT2 Problem 5-13

List a sequence of transformations that demonstrates $ABCD \sim WXYZ$ , then solve for $y$ and $z$ .

Quadrilateral, A, B, C, D, with side A, B = z, side C, B = 8.4, side D, C, = 6 and side D, A, = 3. Quadrilateral, W, X, Y, Z ,with side W, X, = 24, side X, Y, = 21, side Z, Y, = 15, side W, Z, = y.

Hint:

What two transformations are needed to move $ABCD$ onto $WXYZ$ ?

More Help:

Which sides correspond? Use those sides to write a proportion. For example, $\frac{6}{15}=\frac{z}{24}$ .

Partial Answer:

$z=9.6$