Question: Find, if possible, A+B,A-B,2A,2A-B , and B+(1)/(2)A . (If not possible, enter IMPOSSIBLE in any single cell.) A=[[6,3,0],[-4,-1,0]],B=[[4,8],[-3,-1]] (a) A+B [[ IMPOSSI ,

Find, if possible,

A+B,A-B,2A,2A-B

, and

B+(1)/(2)A

. (If not possible, enter IMPOSSIBLE in any single cell.)\

A=[[6,3,0],[-4,-1,0]],B=[[4,8],[-3,-1]]

\ (a)

A+B

\

[[ IMPOSSI , IMPOSSI , IMPOSSI ],[ IMPOSSI ,( IMPOSSI )/(darruarr), IMPOSSI ]]=>

\ (b)

A-B

\ \ (c)

2A

\

[[( IMPOSSI )/( IMPOSSI ),( IMPOSSI )/( IMPOSSI ), IMPOSSI ],[q,uarr,]]=>

\ (d)

2A-B

\ (e)

B+(1)/(2)A
 Find, if possible, A+B,A-B,2A,2A-B, and B+(1)/(2)A. (If not possible, enter IMPOSSIBLE

possible, A+B,AB,2A,2AB, and B+21A A=[643100],B=[4381] (a) A+B (b) AB 1 (c) 2A (d) 2AB \& (e) B+21A

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To solve this problem we need to verify operations on matrices A and B Given A beginbmatrix 6 3 0 4 ... View full answer

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