Q.3 consider the following statements p and q: (p): if m is an n x n complex matrix, then r(m) = (n(m*))+. (: there exists a unitary matrix with an eigenvalue a

Q.3 Consider the following statements P and Q: (P): If M is an n x n complex matrix, then R(M) = (N(M*))+. (: There exists a unitary matrix with an eigenvalue A such that |A| <1. Which of the above statements hold TRUE? (A) both Pand Q (B) only P C) only Q (D) Neither P nor Q