MCQ
The value of $\int_{}^{} {x\sin kx\;dx} $is
- A$\frac{{\sin kx}}{k} + c$
- B$\frac{{\cos kx}}{k} + c$
- C$\frac{{\sin x}}{k} + c$
- ✓$ - \frac{{x\,\cos kx}}{k} + \frac{{\sin kx}}{{{k^2}}} + c$
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and $det(A) = det(4I)$, where $I$ is $3 × 3$ identity matrix, then $(a -b)^3 + (b -c)^3 + (c -a)^3$ can be equal to -