Answer:
C. Circle X, circle Z, circle Y
Explanation:
Given
Circles X, Y and Z
Required
Order from greatest to highest
First, we need to simplify the given areas;
For Circle X

Take
as 3.14


For Circle Y

This gives


For Circle Z

By comparing the above areas;
X has the largest area; followed by Z and then Y
Hence,
option C answers the question