Reverse Calculator

Reverse Markup Calculator

Know the selling price? Work backwards to find cost, markup %, or your maximum buy price.

Most markup calculator tools go one direction: enter cost and markup %, get selling price. This calculator goes the other direction. Enter any two of the three values — cost, selling price, markup % — and it calculates the third. Use it when you are working backwards from a price you have already seen in the market, auditing historical pricing, or figuring out the maximum you can pay for a product and still hit your margin target.

Reverse markup calculator

Switch modes to choose which value is calculated automatically.

Cost
$100.00

Selling price $150.00 at 50% markup

Cost = Selling Price ÷ (1 + Markup% / 100)
Note on markup vs margin: These formulas use markup (profit ÷ cost). If your business targets gross margin (profit ÷ selling price) instead, the formula is different. Use the markup vs margin converter to switch between the two.
Formula

How Reverse Markup Calculation Works

The formula is simple. Understanding why it works prevents the most common calculation error.

The Standard (Forward) Markup Formula

Selling Price = Cost × (1 + Markup% / 100)
Example: $100 × (1 + 0.50) = $150

Reversed — Solving for Cost

Cost = Selling Price ÷ (1 + Markup% / 100)
Example: $150 ÷ 1.50 = $100

Reversed — Solving for Markup %

Markup % = (Selling Price − Cost) ÷ Cost × 100
Example: ($150 − $100) ÷ $100 × 100 = 50%

⚠️ Do not subtract the markup % directly from the selling price.

A common mistake: “If the markup is 50%, then cost = $150 × 0.50 = $75.” This is wrong.

$150 × 0.50 = $75 is subtracting 50% of the selling price — that is calculating margin, not markup. The correct reverse: $150 ÷ 1.50 = $100.

The difference: $75 vs $100 — a $25 error on a single product. Across a catalog of 500 SKUs, this kind of error compounds into decisions that are completely wrong.

This confusion between markup and margin is the most expensive arithmetic mistake in retail and wholesale. Markup uses cost as the base. Margin uses selling price as the base. When you reverse a markup calculation, you divide by (1 + markup rate) — you do not subtract the markup rate from the selling price. The calculator above handles this correctly. If you are doing it manually, use the markup formula above exactly as written.

Scenarios

When Do You Actually Need a Reverse Markup Calculator?

These are the four situations where working backwards from price is more useful than working forwards from cost.

Scenario 1: You're a Buyer Evaluating a Supplier Quote

The situation: A supplier quotes you $34 for a product. You know similar products retail for $79. You want to know what markup the retailer is applying, and whether there is room to negotiate the supplier price down.

The calculation:
  • Retail price: $79, Supplier cost: $34
  • Markup % = ($79 − $34) ÷ $34 × 100 = 132.4% markup
  • Gross margin = ($79 − $34) ÷ $79 × 100 = 57% margin

What this tells you: The retailer is applying a 132% markup — well above keystone. Either the product has strong brand value, or there is significant room between supplier cost and retail price. If you're the retailer, you could potentially pay up to $52.67 and still hit a 50% markup ($79 ÷ 1.50 = $52.67).

Scenario 2: You're an E-Commerce Seller Analyzing a Competitor's Price

The situation: A competitor is selling a product at $44.99. You know the product category typically runs 60%–80% markup. You want to estimate their cost structure to understand whether you can compete.

The calculation:
  • At 60% markup: Cost = $44.99 ÷ 1.60 = $28.12
  • At 80% markup: Cost = $44.99 ÷ 1.80 = $24.99
  • So their likely cost range: $25–$28

What this tells you: If your cost for the same product is $22, you have a cost advantage and can either undercut them or take a higher margin. If your cost is $30, you cannot match their price profitably — find a cheaper supplier or differentiate enough to justify a higher price.

Scenario 3: You're Setting a Maximum Buy Price Before Negotiating

The situation: You're about to negotiate with a new supplier. You know your target retail price ($59.99) and your minimum acceptable markup (65%). You want to know the maximum you can pay before the deal stops making sense.

The calculation:
  • Max Cost = $59.99 ÷ (1 + 0.65) = $59.99 ÷ 1.65 = $36.36

What this tells you: Walk into the negotiation knowing your number: $36.36 is your ceiling. If the supplier cannot get below that, the product does not work at your target price point. You either need to raise retail price, find a different supplier, or pass.

Scenario 4: You're Auditing Historical Pricing for Consistency

The situation: You have 3 years of sales data. You want to know whether your team has been applying consistent markup across your catalog, or whether pricing has drifted over time.

The calculation:
  • For each SKU: Markup % = (Selling Price − Cost) ÷ Cost × 100
  • Compare results across SKUs, categories, and time periods.

What this tells you: Pricing drift is common in businesses that price reactively. A reverse markup audit often reveals SKUs at 20% markup and others at 120% markup with no strategic logic. The fix is a markup policy — a defined range for each category — applied consistently.

Formula Choice

Are You Working with Markup or Margin? Use the Right Formula.

Reverse MarkupReverse Margin
What it findsOriginal cost, given selling price + markup %Original cost, given selling price + margin %
FormulaCost = Selling Price ÷ (1 + Markup%)Cost = Selling Price × (1 − Margin%)
Example$150 ÷ 1.50 = $100 cost$150 × (1 − 0.33) = $100.50 cost
Who uses itRetail buyers, wholesale, product businessesFinance teams, P&L-focused operators
Common mistakeUsing margin formula when you mean markupUsing markup formula when you mean margin

The formula you use depends on how your business defines its pricing target. If your team says “we target a 50% markup on cost,” use the reverse markup formula. If your team says “we target a 40% gross margin,” use the reverse margin formula. If you are not sure which one your business uses, check how your P&L is structured: if gross profit is shown as a % of revenue, you are working in margin. If it is shown as a % of cost, you are working in markup. Most retail and wholesale businesses use markup internally; most finance teams report in margin.

Use the markup vs margin converter to switch between the two instantly. For broader product-pricing context, use the how to price a product guide, the industry benchmarks, or the gross margin calculator.

FAQ

Reverse Markup Questions

What is a reverse markup calculator?
A reverse markup calculator works backwards from a known selling price to find the original cost, or from cost and selling price to find the markup percentage. Standard markup calculators go forward (cost + markup % = selling price). Reverse markup calculators go the other direction — useful when you know the price but need to understand the cost structure behind it.
How do I find the original cost from a selling price and markup %?
Use this formula: Cost = Selling Price ÷ (1 + Markup% / 100). For example, if the selling price is $150 and the markup is 50%, the original cost is $150 ÷ 1.50 = $100. Do not subtract the markup % directly from the selling price — that calculates margin, not markup, and gives a different (wrong) answer.
What is the difference between reverse markup and reverse margin?
Reverse markup finds cost using: Cost = Selling Price ÷ (1 + Markup%). Reverse margin finds cost using: Cost = Selling Price × (1 − Margin%). For the same product, these give different answers because markup and margin use different bases. Markup uses cost as the base; margin uses selling price. Use whichever formula matches how your business defines its pricing target.
How do I calculate the maximum I can pay for a product?
Decide your target selling price and your minimum acceptable markup %. Then: Max Cost = Target Selling Price ÷ (1 + Min Markup% / 100). Example: target price $89.99, minimum markup 60% → Max Cost = $89.99 ÷ 1.60 = $56.24. This is your walk-away number in any supplier negotiation.
Can I use this to figure out a competitor's cost?
You can estimate it. If you know a competitor's selling price and you know the typical markup range for that product category (see the industry benchmarks page), you can calculate a cost range. Example: competitor price $44.99, industry markup range 60%–80% → estimated cost $25–$28. This is an estimate, not a fact — but it's a useful frame for competitive analysis.
Why does subtracting the markup % from the selling price give the wrong answer?
Because markup % is calculated on cost, not on selling price. When you subtract 50% from $150, you're taking 50% of $150 ($75) — but the original markup was 50% of $100 (cost), not 50% of $150 (selling price). The correct reverse is to divide by (1 + markup rate): $150 ÷ 1.50 = $100. The shortcut subtraction method confuses markup with margin and produces a systematically wrong answer.

For floor-setting workflows, review cost-plus pricing.