1. Prompt and read in the x and y coordinates of the center of circle A: 2. Prompt and read in the radius of circle A 3. Prompt and read in the x and y coordinates of the center of circle B: 4. Prompt and read in the radius of circle B: 5. Prompt and read in the x and y coordinates of the center of circle C: 6. Prompt and read in the radius of circle C: 7. Prompt and read in the x and y coordinates of the query point; 8. Point (x. y) is contained in the circle with center (cr. cy) and radius r if: (x - ca) + (y-cy) s r. By applying this equation to each circle and the query point, determine which circles contain the query point. Note: The operator is NOT the square operator in C++. To square a value simply mnltiply it by itself. 9. Output should be one of the following: Circles A, B, and C contain point (x,y) Circles A and B contain point (x,y). Circles A and C contain point (x,y. Circles B and C contain point (,y) Circle A contains point (x,y) Circle B contains point (x,y) Circle C contains point (x,y). No circle contains point (x,y). In the output z and y should be replaced by the float ing point numbers which are the actual coordinates of and y