If a team wins 60% of its mater s and loses the rest, what is its win loss ratio

(A) 1:4

(B) 23

(c) 3:2

(D) 4:1

To solve the problem, let's determine the win-loss ratio based on the given information.

The team wins 60% of its matches and loses the remaining 40%. The win-loss ratio is the ratio of the percentage of wins to the percentage of losses.

\[
\text{Win-Loss Ratio} = \frac{\text{Wins}}{\text{Losses}} = \frac{60}{40} = \frac{3}{2}
\]

So, the correct win-loss ratio is \(3:2\).

The correct answer is **(C) 3:2**.

Would you like further details or have any questions? Here are 5 related questions:

1. What would the win-loss ratio be if the team won 75% of its matches?
2. How do you calculate the win-loss ratio if the team has a different percentage of wins?
3. What does a win-loss ratio of 4:1 indicate in terms of wins and losses?
4. How would the win-loss ratio change if the percentage of wins increased to 80%?
5. If a team has a win-loss ratio of 2:1, what percentage of matches did they win?

**Tip:** Always express ratios in their simplest form to make comparisons easier.

Learn how to calculate the win-loss ratio when a team wins 60% of its matches. Understand the concept of percentages and ratios in this math problem. Suitable for Grades 6-8.

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