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Transpose of a Matrix

Consider a ma...

Question

Consider a matrix $A . T h e n (A^{T})^{T}$ = __

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Solution

Transpose of a matrix is the matrix obtained by interchanging its rows and columns.

If a matrix is transposed two times, the resultant matrix is the matrix itself.

$(A^{T})^{T} = A$

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Consider a matrix $A . T h e n (A^{T})^{T}$ = A

Consider a matrix A. Then $(A^{T})^{T}$ = ___

Q. Hens are NOT considered as mammals as they _________.

Q. Two possible conclusions have been given after two statements. You have to identify the correct answer out of the four possible options. Consider the statements as true even though they may be at variance from commonly known facts.

Statements
No hawk is a bird.
All hens are hawks.

Conclusions
I. No hen is a bird.
II. No bird is a hen.

A = (\begin{matrix} 8 & 5 & 2 1 & - 3 & 4 \end{matrix})

A^{T}

{(A^{T})}^{T}

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