MCQ
If ${ }^{20} C_{r+1}={ }^{20} C_{r-1}$, then r is equal to
  • A
    19
  • B
    10
  • C
    12
  • D
    11

Answer

(b) 10
Explanation: $r +1+ r -1=20\left[\because{ }^n C_x={ }^n C_y \Rightarrow n = x + y\right.$ or $\left.x = y \right]$
$\begin{array}{l}\Rightarrow 2 r =20 \\ \Rightarrow r =10\end{array}$

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