Question

The number of ways that a volley ball team of $6$ can be selected out of $10$ players so that $2$ particular players are always included, is

• A. $72$
• B. $70$
• C. $68$
• D. $66$

Answer 1

The correct option is B $70$

We have to always include two particular players.
This means we have to select only $4$ players out of remaining $8$
This can be done in ${}^8{C}_4=70$ ways.