The Bears have won 7 and tied 2 of their last 13 games. They have not forfeited any games. Which ratio correctly compares their wins to losses?
pls im in elp plks help
im looking for ratios
ppl please tell the answerr
7:4 because if 13 is the total amount of games, that minus the amount of games won and tied equals the amount of games loss which is 4. Since it says wins to losses, the wins will come first in the ratio. Therefore the correct answer would be 7:4.
Thank you for your patience abu bakr.
To find the correct ratio that compares the Bears' wins to losses, we first need to determine the number of losses.
Since the Bears have won 7 games and tied 2 games, the number of losses can be calculated by subtracting the sum of wins and ties from the total number of games played. In this case, the total number of games played can be found by adding the number of wins, ties, and forfeited games. However, it's mentioned that the Bears have not forfeited any games, so we can exclude this from our calculation.
Total Games Played = Wins + Ties + Forfeits
Given that the Bears have not forfeited any games, the total number of games played can be simplified to:
Total Games Played = Wins + Ties
Therefore, the number of losses can be calculated as:
Losses = Total Games Played - (Wins + Ties)
Losses = (Wins + Ties) - (Wins + Ties)
Losses = 0
Since the number of losses is 0 in this scenario, the correct ratio that compares the Bears' wins to losses would be 7:0. This implies that they have won all their games and have not faced any losses.