Q. Let $\begin{pmatrix}n \\ k\end{pmatrix}$ represents the combination of $n$ things taken $k$ at a time. The value of $\binom{100}{98}+\binom{99}{97}+\binom{98}{96}+\binom{97}{95}+......+\binom{4}{2}+\binom{3}{1}+\binom{2}{0}$equals
Binomial Theorem
Solution:
Correct answer is (d) 166650
