This table shows the relationship between jars of peanut butter and jars of jelly stocked each week at a camp. The ratio of jars of peanut butter to jars of jelly is constant in each column.
Let p = jars of peanut butter for 35 jars of jelly
Let j = jars of jelly for 42 jars of peanut butter
What is the correct values for p and j?
2 answers:
Answer:
p=30 j=49
Step-by-step explanation:
18-6=12
21-7=14
42-12=p p=30
35+14=j j=49
Answer:
p=30 and j=49
Step-by-step explanation:
Given:
Is a table which shows the relationship between jars of peanut butter and jars of jelly stocked each week at a camp
p=jars of peanut butter for 35 jars of jelly
j=jars of jelly for 42 jars of peanut butter
From the table we find that from the table we find that
p:j=6:7
Or 7p=6j
Using this we can fill up the missing values
Using the above we find missing value of p as
7p=6(35)
p=30
Similarly when p =42 j is missing
7(42)=6(j)
j=49
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