Deepak patra Asked a Question
December 4, 2021 10:12 ampts 30 pts
Q.No. 27 Suppose V is a finite dimensional non-zero vector space over C and T:V > V is a linear transformation such that Range (T) = Nullspace(T). Then which of the following statements is FALSE? The dimension of V is even 0 is the only eigenvalue of T Both 0 and 1 are eigenvalues of T (A) (B) (C) (D) T2 =0
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  • Navdeep goyal 1
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  • Navdeep goyal 1 Best Answer
    c check attachment
    • cropped1824249200892417651.jpg
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    Deepak patra
    in option b it is saying that 0 is the only eigen value of T ... is it true that 0 is the only eigen value ... no other eigen value exist in T except 0????
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