If `A={:[(-1,2),(3,4)]:}andB=A^(T)," then "A^(T)+B^(T)=`

If A={:[(2,4),(-3,7)]:}andB=A^(T)," then "A^(T)+B^(T) is

If A={:[(5,-6),(2,4)]:}andB=A^(T)," then "A^(T)-B^(T) is ________ .

If A=[(1,2,3)],B=[(2),(3),(-1)] then (A+B^(T))^(T)=

If A={:[(8),(-1),(-7)]:}andB={:[(2,5,-6)]:}," then find "3A+B^(T) .

If A=[(1),(0),(-1)],B=[(2,3,2)] then (A+B^(T))^(T)=

If A={:[(2,3,5,6),(-1,2,-3,4)]:}andB={:[(4,-5,3,7),(8,-3,-1,2)]:} , then find A^(T)+B^(T)and(A+B)^(T) . What do you notice ?

If A={:[(-1),(2),(3)]:} and B=[-2" "-1" "-4] then verify that (AB)^(T)=B^(T)A^(T).

If A={:[(-1),(2),(3)]:} and B=[-2" "-1" "-4] then verify that (AB)^(T)=B^(T)A^(T).

If B-A^(T)={:[(3,4,-2),(5,-3,7)]:}andB^(T)+A={:[(2,0),(5,-1),(3,4)]:} , then find Matrix A.

If A={:[(2,-3,1)]:}andB={:[(4),(2),(-2)]:} , then find 2A^(T)+B