(i) State the order of the matrix M.
(ii) Find the matrix M
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Order of matrix M is 1 × 2
[1×2] [2×2] gives 1×2 matrix
[a b] [ 1 1 ] = [1 2]
[ 0 2 ]
[a×1 + b×0, a×1 + b×2 ] = [1 2]
[a + 0 , a + 2b] = [1 2]
[a a + 2b] = [1 2]
on comparing the corresponding elements,
a = 1
a + 2b = 2
1 + 2b = 2
2b = 2 - 1
2b = 1
b = 1/2
therefore the matrix M = [ 1 1/2]
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