Turkey is now $0.58 a pound. You find a nice sized one at 13.9 pounds. How much is the turkey?
Understand the Problem
The question is asking for the total cost of a turkey that weighs 13.9 pounds, given that the price per pound is $0.58. To solve it, we will multiply the weight by the price per pound.
Answer
The total cost of the turkey is approximately $8.06.
Answer for screen readers
The total cost of the turkey is approximately $8.06.
Steps to Solve
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Identify the variables Let $W$ be the weight of the turkey in pounds (13.9 lbs) and $P$ be the price per pound ($0.58).
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Set up the total cost equation The total cost $C$ of the turkey can be calculated using the formula: $$ C = W \times P $$
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Substitute the values Substituting the values of $W$ and $P$ into the equation gives us: $$ C = 13.9 \times 0.58 $$
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Perform the multiplication Now, calculate the product: $$ C = 13.9 \times 0.58 = 8.062 $$
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Round to two decimal places Round the total cost to two decimal places: $$ C \approx 8.06 $$
The total cost of the turkey is approximately $8.06.
More Information
In this scenario, the cost of the turkey is calculated by multiplying its weight in pounds by the price per pound. This method is commonly used in grocery shopping to determine the total cost of items priced by weight.
Tips
- Forgetting to convert the answer to two decimal places, which is important for monetary values.
- Incorrect multiplication can lead to wrong answers, so double-checking calculations is crucial.
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