Question

Em cada caso, obtenha a transporta da matriz dada:

Answer 1

Resposta:

Leia abaixo

Explicação passo-a-passo:

a)

$A = \large\mathsf{\begin{vmatrix}2&1\\0&-3\end{vmatrix}}$

$A^t = \large\mathsf{\begin{vmatrix}2&0\\1&-3\end{vmatrix}}$

b)

$B = \large\mathsf{\begin{vmatrix}4&1\\2&5\\0&-1\\3&7\end{vmatrix}}$

$B^t = \large\mathsf{\begin{vmatrix}4&2&0&3\\1&5&-1&7\end{vmatrix}}$

c)

$C = \large\mathsf{\begin{vmatrix}-5&5&1\\3&7&-6\end{vmatrix}}$

$C^t = \large\mathsf{\begin{vmatrix}-5&3\\5&7\\1&-6\end{vmatrix}}$

d)

$D = \large\mathsf{\begin{vmatrix}-1&4&5&6\end{vmatrix}}$

$D^t = \large\mathsf{\begin{vmatrix}-1\\4\\5\\6\end{vmatrix}}$

e )

$E = \large\mathsf{\begin{vmatrix}0\\3\\7\end{vmatrix}}$

$E^t = \large\mathsf{\begin{vmatrix}0&3&7\end{vmatrix}}$

f)

$F = \large\mathsf{\begin{vmatrix}2&1\\4&-3\\7&1\end{vmatrix}}$

$F^t = \large\mathsf{\begin{vmatrix}2&4&7\\1&-3&1\end{vmatrix}}$