There are 42 girls and 56 boys who want to play a game. Each team will have both boys and girls on it. The ratio of boy to girls has to be the same for each team. Everyone must participate in the game. What is the greatest number of teams that can be formed?

1 answer
Question:

There are 42 girls and 56 boys who want to play a game. Each team will have both boys and girls on it. The ratio of boy to girls has to be the same for each team. Everyone must participate in the game. What is the greatest number of teams that can be formed?

Answers

Answer:7 teams with 6 girls and 8 boys on each teamStep-by-step explanation:Both 42 (girls) and 56 (boys) are divisible by 7 (getting 6 and 8).Therefore, there would be 6 girls and 8 boys on each team.The ratio would be 6 girls:8 boys per team.Check:6•7=42 ––(6 girls amongst 7 teams = 42 girls total)8•7=56 ––(8 boys amongst 7 teams = 56 boys total)

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