Direction: Read the following Caselet DI carefully and answer the following questions. 3 cubes P, Q, and R are cut from the cubes A, B, and C respectively.
The length of the side of cube P is given by the equation `x^(2)`- 12x + 36 = 0 and the length of the side of cube A is 2 cm more than cube P.
The length of the side of cube Q is given by the equation `y^(2)` + 21y - 46 = 0 and the length of the side of cube B is 3 cm more than cube Q.
The length of the side of cube R is given by the equation `z^(2)` - 10z + 25 = 0 and the length of the side of cube C is 4 cm more than cube R.
Here x, y, and z are in centimeter.
What is ratio of volume of cube A and P together to the volume of cube B and Q together

Options

A. `5:1`
B. `17:3`
C. `11:3`
D. `104 :19`