CUET Preparation Today
If the order of \(A\) is \(4 \times 3\), the order of \(B\) is \(4\times 5\) and the order of \(C\) is \(7\times 3\), then the order of \((A^{\prime}B)^{\prime}C^{\prime}\) is |
\(5 \times 3\) \(4\times 5\) \(5 \times 7\) \(4\times 3\) |
\(5 \times 7\) |
Recall when two matrices can be multiplied |
