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1. Which size jar of jelly shown in the table has the lowest unit price? 10 - 1.6616 - 3.1932 - 5.79

1. Which size jar of jelly shown in the table has the lowest unit price? 10 - 1.6616 - 3.1932 - 5.79-example-1

1 Answer

3 votes

You have to devide size by cost, of all your options

for the first case..


value=\frac{1.69\text{ \$}}{10\text{ oz}}=\text{ 0.169 }

For the second


\text{value = }\frac{3.19\text{ \$}}{16\text{ oz}}\text{ = 0.199}

and thrird


\text{value = }\frac{5.79\text{ \$}}{32\text{ oz}}=0.181

you can solve the division for all of them and get te value for 1 oz of jelly, and we choose the lower one..

the answer is the first one case,

User Marrioa
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