Answer:

Explanation:
Given from the graph:
There is
cups of paint for one jar
There are 3 cups of paint for three jars
There is 1
cups of paint for one jar
There is 2 cups of paint for one jar
total amount of jars = 6
But since we need to find the amount of cups in each jar, we do:

Add
and 1


Add 2 and 3

Add 5 and 2

total cups of paint = 7
Then we need to find how much paint could be splitted equally among the 6 jars, so we do the following:
total amount of jars = 6
total cups of paint = 7
We divide the total amount of jars by the total cups of paint
7 ÷ 6
Divide 7 by 6


