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