Add & Subtract Fractions
Multiply Fractions
Divide Fractions
Of the Remainder
PEMDAS & Mixed Word Problems
100

Marisol drinks 2/11 of a jug of water in the morning and 6/11 of the jug in the afternoon.

What fraction of the jug does she drink in all?

8/11 of the jug

100

Each muffin is 1/4 of a tray. If a baker makes 3 trays of muffins, what fraction of a single tray does that equal altogether?

3/4 of a tray

100

A ribbon is 4 meters long. Each piece you cut is 1/2 meter.

How many pieces can you cut?

8 pieces

100

You and your friend mow a lawn.

You mow 3/8 of the lawn, and your friend mows 1/8 of the lawn.

What fraction of the lawn is left to mow?

1/2 of the lawn

100

In a game, you earn 1/2 point just for joining and then 3 rounds each worth 1/4 point.

How many points do you have after the 3 rounds?

1 1/4 points

200

At a party, 1/3 of a cake is chocolate, and 2/5 of the cake is vanilla.

What fraction of the cake is either chocolate or vanilla?

11/15 of the cake

200

A garden is 2/3 of a yard wide and 5/6 of a yard long.

What fraction of a square yard is the garden’s area?

5/9 of a square yard

200

You have 1/2 of a chocolate bar and want to share it equally among 4 friends.

What fraction of the whole chocolate bar does each friend get?

1/8 of the chocolate bar

200

Mia eats 1/4 of a pan of brownies.

Then she eats 1/2 of what is left.

What fraction of the entire pan has she eaten?

5/8 of the pan

200

Evaluate this expression that represents a snack recipe:

(5/6 — 1/3) ÷ 2

1/4

300

In one week, Ben runs 2 1/4 miles on Wednesday and 3 2/3 miles on Saturday.

How many miles does he run altogether? Give your answer as a mixed number in simplest form.

5 11/12 miles

300

A recipe uses 2 1/2 cups of flour for each pan of brownies.

How much flour is needed to make 3 1/4 pans of brownies?

8 1/8 cups

300

A bottle contains 2/3 liters of juice. Each cup holds 5/6 liters.

How many cups can you completely fill?

4/5 of a cup

300

A candy bar is 1 whole.

First, Jack eats 1/3 of it. Then Maria eats 2/3 of the remainder.

What fraction of the entire candy bar does Maria eat?

4/9 of the bar

300

Milo walks 3/5 mile to a friend’s house and then another 1/10 mile to the park.

Afterward, he walks home by going 4 times the distance from the park back to his house.

If his total “going home” distance is represented by

4 * (3/5 + 1/10), how far is that in miles?

2 2/5 miles

400

A rope is 4 1/4 meters long. Lee cuts off 2 3/4 meters.

How many meters of rope are left? Answer in simplest form.

1 1/2 meters

400

Draw (or imagine) a rectangle that is 1 unit by 1 unit.

First shade 3/4 of the rectangle vertically. Then shade 2/3 horizontally in a different color.

What fraction of the whole rectangle is shaded twice?

1/2 of the rectangle

400

A rope is 3 1/2meters long. Each jump rope you make uses 1 3/4 meters.

How many jump ropes can you make from the rope?

2 jump ropes

400

A teacher has 1 full sheet of stickers.

First, she gives 1/5 of the sheet to Class A.

Then she gives 1/2 of the remaining stickers to Class B.

Draw a bar model to represent this situation, and then find what fraction of the original sheet is left after both classes get their stickers.

2/5 of the original sheet

400

A challenge expression for a math contest is:

2 + 3 * (1/2 + 1/3)

This represents 2 whole points plus 3 times a bonus score.

What is the total score?

4 1/2 points

500

For a science project, Ava measures three liquids and pours them into one beaker:

1 2/3 liters of blue liquid

5/6 liter of red liquid

3/4 liter of clear liquid

How many liters are in the beaker altogether? 

3 1/4 liters

500

A giant cookie is cut into 12 equal slices.

You eat 2/3 of the cookie, and your friend eats 3/4 as much cookie as you do.

1. What fraction of the whole cookie does your friend eat?

2. How many slices does that equal?

1. 1/2 cookie

2. 6 slices

500

A baker has 2 1/2 kg of flour. Each batch of muffins uses 3/8 kg of flour.

1. How many full batches can she make?

2. How much flour is left over?

1. 6 full batches

2. 1/4 kg

500

You have 1 full jug of lemonade.

First, you pour 3/10 of the jug into Pitcher A.

Of what’s left, you pour 3/4 into Pitcher B.

1. What fraction of the whole jug goes into Pitcher B?

2. What fraction of the jug is still in the original container after both pitchers are filled?

1. 21/40 of the jug

2. 7/40 left

500

A Jeopardy-style bonus round gives points using this expression:

3 (4/5 — 1/10) + 1/2

What is the total number of points?


2 3/5 points

M
e
n
u