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5. Algebra of Matrices
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Q4 of 307 Page 5

Let and Compute 2A – 3B + 4C.

2A==

= 3B==


= 4C==


= 2A-3B+4C


=


=


Hence, 2A-3B+4C=


More from this chapter

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2

Let and Find each of the following :

i. 2A – 3B


ii. B – 4C


iii. 3A – C


iv. 3A – 2B + 3C

3

If find

i. A + B and B + C


ii. 2B + 3A and 3C – 4B.

5

If A = diag (2, -5, 9), B = diag (1, 1, -4) and C = diag (-6, 3, 4), find

i. A – 2B


ii. B + C – 2A


iii. 2A + 3B – 5C

6

Given the matrices

and


Verify that (A + B) + C = A + (B + C).

Questions · 307
5. Algebra of Matrices
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