If $S = [011101110] a n d A = [b + + a b - - b c + b a - - c a - c a + b] (a, b, c \neq = 0), t h e n S A S^{- 1}$ is a. symmetric matrix b. diagonal matrix c. invertible matrix d. singular matrix

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S = [011101110] a n d A = [b + + a b - - b c + b a - - c a - c a + b] (a, b, c \neq = 0), t h e n S A S^{- 1}

is a. symmetric matrix b. diagonal matrix c. invertible matrix d. singular matrix

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S = [011101110] a n d A = [b + + a b - - b c + b a - - c a - c a + b] (a, b, c \neq = 0), t h e n S A S^{- 1}

is a. symmetric matrix b. diagonal matrix c. invertible matrix d. singular matrix

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