English

If possible, find the sum of the matrices A and B, where A = [3123], and B = b[xyzab6]

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Question

If possible, find the sum of the matrices A and B, where A = `[(sqrt(3), 1),(2, 3)]`, and B = `[(x, y, z),(a, "b", 6)]`

Sum
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Solution

We have, A = `[(sqrt(3), 1),(2, 3)]_(2 xx 2)`, and B = `[(x, y, z),(a, "b", 6)]_(2 xx 3)`

Here ,A and B are of different orders.

Two matrices A and B  confirmable for addition only if order of both the matrices A and B is same.

 Hence, the sum of matrices A and B is not possible.

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Chapter 3: Matrices - Exercise [Page 53]

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NCERT Exemplar Mathematics Exemplar [English] Class 12
Chapter 3 Matrices
Exercise | Q 6 | Page 53
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