Ratios and Their Representation as Fractions and Percentages

These flashcards cover key concepts related to understanding and converting ratios into fractions and percentages.

What is the fraction of the fruit that are apples when the ratio of oranges to apples is 2 to 3?

The fraction of the fruit that are apples is 3/5.

If the ratio of boys to girls in a class is 4 to 3, what fraction of the class are boys?

The fraction of the class that are boys is 4/7.

When the drink contains orange juice and lemonade in a ratio of 1 to 4, what percentage of the drink is lemonade?

80% of the drink is lemonade.

In a group where the ratio of defenders to midfielders to strikers is 7 to 5 to 6, what fraction of the players are midfielders?

The fraction of the players that are midfielders is 5/18.

How do you convert a ratio to a percentage?

Convert the ratio to a fraction first, then multiply by 100 to get the percentage.

If the ratio of oranges to apples is 2 to 3, how would this change if you had more fruit?

The ratio remains the same regardless of the total number of fruits.

When converting 6 out of 18 into a percentage, what is the result?

6 out of 18 is equivalent to 33.3%.

What is the total number of pieces of fruit if the ratio of oranges to apples is 2 to 3?

The total number of pieces of fruit is 5.

In a ratio of 1 to 4, if there is 1 part orange juice, how many parts lemonade are there?

There are 4 parts lemonade.

What is the simplest fraction for 6 out of 10?

The simplest fraction for 6 out of 10 is 3/5.