Instructions: Solve each problem and write your answer in the space provided. Simplify your answers, if possible.

## Multiplying Fractions

- Find the product of
`2/3`

and`4/5`

. - What is the result of multiplying
`5/6`

and`3/4`

? - If
`1/2`

of a pie is`3/8`

, what is the whole pie? - Multiply
`3/4`

by`2/3`

and simplify the result. - A recipe calls for
`3/4`

cup of flour and`2/3`

cup of milk. How much flour and milk are needed for a recipe that serves 6 people?

## Dividing Fractions

- Divide
`2/3`

by`4/5`

and simplify the result. - If
`3/4`

of a pizza is`9/12`

, what is the value of`1/4`

of the pizza? - What is the quotient of
`5/6`

divided by`3/4`

? - A recipe calls for
`2/3`

cup of sugar for 4 servings. How much sugar is needed for each serving? - A rectangular pool has an area of
`5/8`

square meters. If the length of the pool is`2/3`

meters, what is the width of the pool?

## Multiplying and Dividing Fractions

- A bag of candy has
`3/4`

pound of chocolate and`1/2`

pound of gummies. What is the total weight of the bag of candy? - A recipe calls for
`3/4`

cup of peanut butter and serves 8 people. How much peanut butter is needed for each person? - A pizza has
`1/3`

of the slices with pepperoni and`2/3`

of the slices with cheese. What fraction of the slices have pepperoni? - A cake recipe calls for
`3/4`

cup of sugar and`1/2`

cup of butter. If you want to double the recipe, how much sugar and butter do you need? - A group of friends shared
`3/4`

of a pizza equally. If each person received`1/6`

of the pizza, how many people were in the group?

## Challenge Problems

- What is the value of
`(2/3) * (3/4) * (4/5)`

? - Divide
`3/4`

by`(2/3) * (2/5)`

and simplify the result. - A recipe calls for
`1/4`

cup of oil for 3 servings. How much oil is needed for a recipe that serves 6 people? - The perimeter of a rectangle is
`3 3/4`

meters and the length is`5/8`

of the width. What are the dimensions of the rectangle? - A group of students shared
`2/3`

of a pizza equally. If there were 12 students in the group, how many slices did each student receive?

**Note:** Remember to simplify your answers whenever possible.