For a 2 - 2 matrix A-ai j- whose elements are given by aij - ij- write the value of a12

Here, #160;aij=ij1 #8804; #160;i #8804;2 #160;1 #8804; #160;j #8804;2 #8658; #160;a12=12Therefore, #160;the #160;value #160;of #160; ...

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Definition of a Determinant

For a 2 × 2 m...

Question

For a 2 × 2 matrix A = [a_ij] whose elements are given by $a_{i j} = \frac{i}{j}$ , write the value of a₁₂.

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a_{12}

A = {[a_{i j}]}_{2 \times 2}

a_{i j}

a_{i j} = e^{2 i x} sin j x

2 \times 2

A = [a_{i j}]

a_{i j} = i j

2 \times 2

A = [a_{i j}]

a_{i j} = \frac{(i + j)^{2}}{2}

a_{i j} = \frac{i}{j}

a_{i j} = \frac{(i + 2 j)^{2}}{2}

a_{21}

A = [a_{i j}]_{2 \times 2}

a_{i j}

a_{a j} = e^{2 i x} cos j x

2 \times 2

a_{i j}

a_{i j} = i - j

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