From a group consisting of 3 women and 5 men, how many different 5-member teams can be created if two specific women must always be part of the team?

Explanation

Since the team must include two particular women, these two are fixed members. Thus, we need to select the remaining 3 members from the 6 remaining people (1 woman + 5 men). The number of ways to choose these 3 members is 6 choose 3, which equals 20.