What is the gross profit for a prescription that sells for $73.14 with an acquisition cost of $52.10?

What is the gross profit for a prescription that sells for $73.14 with an acquisition cost of $52.10?

• A. $18.04
• B. $21.04
• C. $25.04
• D. $30.04

Answer: (B)

To determine the gross profit for a prescription, you need to subtract the acquisition cost from the selling price. The selling price in this case is $73.14, and the acquisition cost is $52.10. The calculation for gross profit is as follows: Gross Profit = Selling Price - Acquisition Cost Gross Profit = $73.14 - $52.10 Gross Profit = $21.04 This result shows that the gross profit for this transaction is indeed $21.04. Gross profit is a crucial financial metric as it indicates how much money is left over from sales after accounting for the cost of goods sold, which, in pharmacy practice, centers on the cost to acquire products. Understanding gross profit helps in pricing strategies and financial projections within a pharmacy setting.

To determine the gross profit for a prescription, you need to subtract the acquisition cost from the selling price. The selling price in this case is $73.14, and the acquisition cost is $52.10.

The calculation for gross profit is as follows:

Gross Profit = Selling Price - Acquisition Cost

Gross Profit = $73.14 - $52.10

Gross Profit = $21.04

This result shows that the gross profit for this transaction is indeed $21.04. Gross profit is a crucial financial metric as it indicates how much money is left over from sales after accounting for the cost of goods sold, which, in pharmacy practice, centers on the cost to acquire products. Understanding gross profit helps in pricing strategies and financial projections within a pharmacy setting.