For , let and be one of its roots. Then, among the two statements
(I) If , then cannot be the geometric mean of and
(II) If , then may be the geometric mean of and
which of the following is true?
- A
Both (I) and (II) are true
- B
Neither (I) nor (II) is true
- C
Only (I) is true
- D
Only (II) is true
