Markup Calculator
Selling price from cost plus markup percentage
Calculate selling price from cost plus markup percentage, with the corresponding gross margin shown alongside for context.
What this tool does
Selling price is calculated by multiplying cost per unit by one plus the markup percentage. The markup amount shows the absolute profit on each unit sold. Gross margin expresses that profit as a percentage of the final selling price, not the original cost—a key distinction from markup percentage. The calculator estimates these three outputs based on your cost and markup inputs. Gross margin typically moves with markup percentage, but the relationship is non-linear; higher markups produce proportionally higher margins. This tool illustrates pricing mechanics in retail, wholesale, and service contexts where cost-plus pricing is used. Results assume a single unit cost with no volume discounts, bundling, or variable overhead allocation.
Quick answer: with the default values, the result is $100.00 (Selling Price). Adjust the values below for your own figures.
Enter Values
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Formula Used
Disclaimer
Results are estimates for educational purposes only. They do not constitute financial advice. Consult a qualified professional before making financial decisions.
Why Markup Looks Different From Margin
The same product priced two ways. A 40 cost item sold at 100 has 150% markup (markup amount 60 divided by cost 40). The same item has 60% gross margin (markup 60 divided by selling price 100). Retailers and wholesalers usually quote markup; finance and investors quote margin. Both numbers describe the same business reality from different sides. The calculator returns both so you can translate between the two without conversion errors.
Markup Math Is Cost-Plus
Selling Price = Cost × (1 + markup percentage). A 100% markup doubles the cost. A 50% markup adds half. A 25% markup adds a quarter. Markups are easy to compute manually because the percentage applies to the known cost. Margin requires solving backwards from the unknown selling price, which is why retailers prefer markup as their working metric.
Realistic Markup Ranges by Industry
Grocery: 10-25% markup (low margin, high volume). Restaurants: 200-400% markup on food (covers labor and overhead). Apparel retail: 100-200% markup (markdowns reduce realised margin). Jewelry: 100-250% markup. Furniture: 80-150% markup. SaaS software: not really markup — pricing is value-based. Specialty retail: 80-150%. Wholesale to retail: typically 30-60% markup at wholesale, retailer applies another 100% on top.
The Markup-to-Margin Relationship
50% markup = 33.3% margin. 100% markup = 50% margin. 200% markup = 66.7% margin. 300% markup = 75% margin. Notice: a markup percentage is always larger than the equivalent margin percentage. Confusing the two leads to under-pricing. A retailer who needs 50% margin but applies 50% markup ends up at 33.3% margin — a costly arithmetic error if it goes uncorrected.
Worked Example
Wholesale cost 40 per unit. Target markup 150%. Selling price: 40 × (1 + 1.50) = 100. Markup amount: 60. Gross margin percentage: 60% (60 / 100). On 1,000 units sold per month, gross profit is 60,000 — before operating expenses. Drop markup to 100%: selling price 80, gross profit 40,000. Each 25 percentage point reduction in markup costs significant gross profit on the same volume.
When to Set Markup Higher or Lower
Higher markup: differentiated products, low competition, premium brand position, infrequent purchases (durable goods), professional services with expertise pricing. Lower markup: commodity products, high competition, frequent purchases (groceries, basics), volume strategies. The right markup depends on what the market accepts at scale, not what you wish you could charge. Test pricing in small batches before committing to large inventory at any specific markup level.
Cost-Plus vs Value-Based Pricing
Markup is cost-plus pricing — start with cost, add a percentage. This works for commodity products and traditional retail. Value-based pricing starts with what the customer would pay regardless of cost, then works backward. For SaaS, professional services, and differentiated products, value-based pricing usually produces 2-5x better margins than cost-plus markup. The calculator handles the markup case; if you have pricing power, ignore markup math and price based on customer willingness to pay.
Common Markup Errors
Confusing markup and margin (50% markup is 33.3% margin, not 50%). Forgetting all costs (using only product cost, ignoring shipping, handling, returns). Setting markup uniformly across products with different cost characteristics. Not adjusting for promotional discounts that erode realised margin. Most markup mistakes compound silently into operating losses spotted only at quarterly review.
Cost $40 with 150% markup sells for $100.00.
Inputs
| Markup Amount | $60.00 |
|---|---|
| Gross Margin % | 60.00% |
| Cost | $40.00 |
| Markup % | 150.00% |
This example uses typical values for illustration. Adjust the inputs above to match a specific situation and see how the result changes.
Sources & Methodology
Methodology
This calculator computes the selling price by applying a markup percentage to the cost per unit. The formula multiplies the cost by one plus the markup percentage divided by 100, yielding the final selling price. The markup amount is then calculated as the difference between selling price and cost. Gross margin is derived by dividing the markup amount by the selling price, not by the cost—this represents the profit margin as a percentage of revenue. The calculator assumes a constant markup rate and does not account for variable costs, discounts, taxes, or transaction fees. Results are estimates for illustration only and may not reflect actual business outcomes.
References
Frequently Asked Questions
Markup or margin — which to use?
Is 100% markup the same as 100% margin?
What markup to use?
Does this account for taxes?
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