If ${ }^n C _r$, represents the number of combinations of $n$ objects by taking $r$ objects together, then the expression ${ }^n C _{r+1}+{ }^n C _{r-1}+2 \times{ }^n C _r$ is equal to :
- A${ }^{n+2} C _r$
- ✓${ }^{n+2} C _{r+1}$
- C${ }^{n+1} C _r$
- D${ }^{n+1} C _{r+1}$
Answer: B.
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