If the matrix is invertible, then the matrix must be invertible as well.
The statement is false.
The given statement is “if the matrix is invertible, then the matrix is invertible.” The objective is to determine whether or not the given statement is true.
Consider the matrix . det(A) = 5 Therefore, A is invertible.
Therefore, C is not invertible.
The matrix is invertible but the matrix is not invertible. Therefore, the given statement is false.
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