Answer :
The cost that the manager will pay for turkey and cheese is $127.182.
How to calculate the cost?
From the information, the manager wants to find the total cost of 24.8 pounds of sliced turkey at $1.89 a pound and 38.2 pounds of provolone cheese at $2.05 a pound.
The total cost will be:
=> Cost for turkey + Cost for cheese
= (24.8 × $1.89) + (38.2 × $2.05)
= $48.872 + $78.31
= 127.182
The cost is $127.182
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The nearest cent, the final cost is 125.04.
To find the total cost of the turkey and cheese, we need to multiply the weight of each item by its respective price per pound and then add the two amounts together.
First, let's calculate the cost of the turkey:
The weight of the turkey is 24.8 pounds, and the price per pound is $1.89. So, the cost of the turkey is:
[tex]\[ \text{Cost of turkey} = 24.8 \text{ pounds} \times \$1.89 \text{ per pound} \] \[ \text{Cost of turkey} = \$46.832 \][/tex]
Next, let's calculate the cost of the cheese:
The weight of the cheese is 38.2 pounds, and the price per pound is [tex]$2.05. So, the cost of the cheese is: \[ \text{Cost of cheese} = 38.2 \text{ pounds} \times \$2.05 \text{ per pound} \] \[ \text{Cost of cheese} = \$78.21 \][/tex]
Now, we add the cost of the turkey and the cheese to find the final cost:
[tex]\[ \text{Final cost} = \text{Cost of turkey} + \text{Cost of cheese} \] \[ \text{Final cost} = \$46.832 + \$78.21 \] \[ \text{Final cost} = \$125.042 \][/tex]
Since we typically round to the nearest cent, the final cost is 125.04.
Therefore, the final answer is 125.04.
The answer is: 125.04.