The Gross Profit Margin (GPM) is the percentage of the sales price that is profit.
Price – Cost
Price
Example 1: What is the original cost of an item selling for $200 with a gross profit margin of 33%? What is the profit?
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200 M+ × 33 +/– MU | M 134 | |
M– | M | 134 |
MR | M | 66. |
Example 2: What is the gross profit margin of an item costing $100 that sells for $150? What is the profit?
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100 M+ – 150 | M – | |
MU | 33.3333333333 | |
150 M– | M | 150 |
MR | M |
Note: Disregard the minus
You can also easily calculate an item’s discounted selling price, an
item’s final price with sales tax, and the profit.
Example 3: What is the final price of an item costing $70 with 5% sales tax? How much is the sales tax?
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70 × 5 MU | 73.5 |
– 70 = | GT 3.5 |
Example 4: What is the final price of an item selling for $70 marked down 25%? How much is the discount?
You Press | You See |
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70 × 25 +/– MU | 52.5 |
– 70 = | GT |
Note: Disregard the minus
Example 5: Calculate the selling price of an item costing $100 with a 50% gross profit margin. What is the profit?
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100 ÷ | 50 MU | 200 |
– 100 | = | GT 100 |
Note: You cannot use the MU func- tion when F 0 2 3 4 A is switched to A,
8 | Operation |