a 6.5 ounce can of tuna for $1.39 or a 3 ounce can of tuna for $0.65.

the 6.5 ounce can of tuna costs ________

the 3 ounce can of tuna costs __________

the ______ ounce can of tuna is the better buy

6.5

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The answer is 0.21

To find the cost of the 6.5-ounce can of tuna, divide the price ($1.39) by the weight (6.5 ounces).

Cost of 6.5-ounce can of tuna = $1.39 Γ· 6.5 ounces.

To find the cost of the 3-ounce can of tuna, divide the price ($0.65) by the weight (3 ounces).

Cost of 3-ounce can of tuna = $0.65 Γ· 3 ounces.

To determine which can of tuna is the better buy, compare the cost per ounce of each option.

Cost per ounce of the 6.5-ounce can = Cost of 6.5-ounce can of tuna Γ· 6.5 ounces.

Cost per ounce of the 3-ounce can = Cost of 3-ounce can of tuna Γ· 3 ounces.

Compare the two cost per ounce values and choose the option with the lower cost per ounce as the better buy.

Figure out the price per ounce by dividing the price by the number of ounces in the can.

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