Remember: Add the eighths, then share them. Use smaller parts when it will not split.
Read the plot
1
Each dot is one jar of juice. The numbers under the line count eighths of a cup. How many jars hold 2 eighths of a cup?
2
How many jars of juice are there in all?
534
3
One jar holds 3 eighths of a cup. Two jars hold 5 eighths each. Which plot shows this?
Plot 1Plot 2Plot 3
4
All four jars are poured into one pitcher. How many whole cups of juice is that?
5
Each dot is a jar. The numbers under the line count eighths of a cup. These four jars together hold less than 1 cup.
TrueFalse
6
The juice in these four jars (in eighths of a cup) is poured together and shared equally. How much is in each jar? Write a fraction of a cup.
7
Each dot is a jar of water. How much more water is in the fullest jar than in the emptiest jar? Write a fraction of a cup.
8
Which is the total amount of water in the three jars?
1 and 4/8 cups12 cups7/8 cup
9
Join each pair of equal jars to how much they hold together.
13 eighths + 3 eighths
24 eighths + 4 eighths
35 eighths + 5 eighths
A6 eighths
B8 eighths, which is 1 whole cup
C10 eighths, which is 1 and 2/8 cups
10
Four beakers of paint are poured together and shared equally. How much is in each beaker? Write a fraction of a cup.
11
After the paint is shared equally, how much less is in the fullest beaker than before? Write a fraction of a cup.
12
Three jars hold 2 eighths, 2 eighths and 5 eighths of a cup. Write how you find how much each holds if they are shared equally.
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