Fun with Comparing Fractions and Finding Equivalents

Lily has 3/4 of a pizza, and Tom has 2/3 of a pizza. Who has more pizza?

• Lily has more pizza.

• They have the same amount of pizza.

• Lily and Tom have no pizza.

• Tom has more pizza.

A recipe calls for 1/2 cup of sugar, but Sarah only has 1/3 cup. How much more sugar does she need?

• 1/4 cup

• 1/3 cup

• 1/6 cup

• 1/2 cup

In a class, 5/8 of the students prefer chocolate ice cream, while 3/5 prefer vanilla. Which flavor is more popular?

• Vanilla ice cream is more popular.

• Neither flavor is preferred by the students.

• Both flavors are equally popular.

• Chocolate ice cream is more popular.

Emma read 2/5 of her book, and Jake read 1/2 of his book. Who read more of their book?

• Neither read any of their books.

• Emma read more of her book.

• They read the same amount of their books.

• Jake read more of his book.

At the park, 1/4 of the kids are playing soccer, and 2/5 are playing basketball. Which group has more kids?

• Basketball has more kids.

• Soccer has more kids.

• There are no kids playing basketball.

• Both groups have the same number of kids.

A cake is divided into 3 equal parts, and 2/3 of it is eaten. How much of the cake is left?

• 1/2 of the cake is left.

• 2/3 of the cake is left.

• 1/4 of the cake is left.

• 1/3 of the cake is left.

During a sale, 1/6 of the toys are sold, and 1/4 of the books are sold. Which type of item had more sold?

• More books sold

• More toys sold

• Equal

• No items sold

In a garden, 3/10 of the flowers are red, and 1/2 are yellow. Which color has more flowers?

• Red flowers have more.

• There are equal numbers of red and yellow flowers.

• Yellow flowers have more.

• Yellow flowers and red flowers have the same amount.

A jar contains 5/12 of a liter of juice, and another jar has 1/3 of a liter. Which jar has more juice?

• The jar with 5/12 of a liter has more juice.

• The jar with 1/3 of a liter has more juice.

• The jar with 5/12 of a liter has less juice.

• Both jars have the same amount of juice.

In a race, 2/3 of the runners finished, while 3/8 of the runners did not. Who had a better finish rate?

• The runners who finished had a better finish rate.

• The finish rate cannot be determined from the information given.

• Both groups had the same finish rate.

• The runners who did not finish had a better finish rate.