A team of 8 players is to be chosen from 6 girls and 8 boys. Find the number of different ways the team may be chosen if there are no restrictions.
Added by Jessica F.
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Now, we want to choose a team of 8 players from these 14 players. We can use the combination formula to find the number of ways to do this: $$\binom{n}{k} = \frac{n!}{k!(n-k)!}$$ In our case, n = 14 (total number of players) and k = 8 (number of players we want Show more…
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