If wxyz is a square with wz=27, find each measure

3√3 = w

Step-by-step explanation:

If "wxyz" is a square, then all four sides have the same length.  We can safely assume that w = z, so that wz = 27 is the same as w^2 = 27.

If this is so, then w = measure of the length of each side = √27, or

w = √3√9 = 3√3 = w

Note that w^2 = 27 has two roots of the same magnitude.  But since w represents side length, it must be positive; we neglect the negative root.

question is incomplete.

c

step-by-step explanation: