Easy -1.2 This is a straightforward combinations question requiring only one step: recognize that 3 people are fixed, leaving 17 to be chosen from the remaining 23 members (C(23,17)). It's simpler than average A-level questions as it involves direct application of a single formula with no problem-solving or multi-step reasoning required.
1 The 26 members of the local sports club include Mr and Mrs Khan and their son Abad. The club is holding a party to celebrate Abad's birthday, but there is only room for 20 people to attend.
In how many ways can the 20 people be chosen from the 26 members of the club, given that Mr and Mrs Khan and Abad must be included?
1 The 26 members of the local sports club include Mr and Mrs Khan and their son Abad. The club is holding a party to celebrate Abad's birthday, but there is only room for 20 people to attend.
In how many ways can the 20 people be chosen from the 26 members of the club, given that Mr and Mrs Khan and Abad must be included?\\
\hfill \mbox{\textit{CAIE S1 2021 Q1 [2]}}