MCQ
$x\left(x^{n-1}-n a^{n-1}\right) a^n(n-1)$ is divisible by $(x-a)^2$ for
- A$n > 1$
- B$n > 2$
- ✓all $n \in N$
- DNone of the above
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Statement$-2:$ The number of ways of choosing any $3$ places from $9$ different places is $^9C_3 $.