SOLVETUTORMATH SOLVER

Instrument MI-02-333 · Finance

Margin Calculator

Gross margin measures profit against what you charge, not what you paid. This sheet reports both views of the same sale so neither can mislead you.

Instrument MI-02-333
Sheet 1 OF 1
Rev A
Verified
Type 02 — Pricing SER. 2026-02333

Gross margin (%)

35.00

margin % = (revenue − cost) ⁄ revenue × 100

$35.00 Gross profit
53.85 Equivalent markup (%)
The working Every figure verified twice
  1. marginPct = (100 − 65) ⁄ 100·100 = 35.00
  2. profit = 100 − 65 = 35.00
  3. markupPct = (100 − 65) ⁄ 65·100 = 53.85
Worksheet log
  1. No entries yet — change an input to log a scenario.

How this instrument works

Gross margin is profit expressed as a share of revenue. Sell for $100 something that cost $65 and the $35 left over is 35% of the money coming in. That denominator — revenue, not cost — is the whole definition, and it is why margin can approach but never reach 100% while the goods cost anything at all.

The figure matters because most of a business runs on it. Rent, wages and everything else are paid out of gross profit, so margin is the number that tells you how much of each sale survives the goods themselves. A shop turning over a million dollars at 8% margin has far less room than one turning over half that at 40%.

This instrument also prints the equivalent markup for the same sale, deliberately. The two describe one transaction from different ends: 35% margin here is a 53.85% markup on cost. Seeing both side by side makes it harder to quote one while thinking of the other, which is a mistake that quietly erodes real pricing.

profit=RC\text{profit} = R - Cmargin %=RCR×100\text{margin \%} = \frac{R - C}{R} \times 100markup %=RCC×100\text{markup \%} = \frac{R - C}{C} \times 100
R — revenue or selling price · C — cost of goods sold. The only difference between the last two lines is the denominator; both are exact, with rounding applied at display only.
  • Enter the revenue — the price the customer actually pays for the unit or period.
  • Enter the cost of goods for that same unit or period.
  • Read the gross margin; profit in currency and the equivalent markup sit beneath it.
  • Check the working block to see which denominator produced which percentage.

Worked example — the $100 sale

A unit sells for $100 and costs $65 to buy in. Gross profit is $35, and the margin is 35 ⁄ 100 × 100 = 35%. Revenue of exactly one hundred makes this the clearest possible case: the dollar profit and the margin percentage are the same number, which is a useful sanity check when learning the formula.

The same sale carries a 53.85% markup, because $35 measured against the $65 cost is a much larger fraction than against the $100 price. Nothing about the transaction changed between those two sentences — only what the profit was divided by. Quote 53.85% to a bank asking about margin and the answer is simply wrong.

Questions

Is gross margin the same as profit?

No. Gross profit is a currency amount left after the cost of goods; gross margin is that amount as a percentage of revenue. Neither is net profit, which subtracts everything else — rent, wages, marketing, interest and tax. A healthy gross margin can still end in a net loss if overheads outrun it.

Why is margin always smaller than markup?

Because margin divides the profit by the selling price while markup divides it by the cost, and the selling price is the larger of the two whenever you are making money. A 100% markup is a 50% margin; a 50% markup is a 33.3% margin. The gap widens as prices rise above cost.

What counts as a good gross margin?

It depends entirely on the trade. Grocery retail often runs in the low twenties, restaurants target roughly 60-70% on food, and software can exceed 80% because the cost of one more copy is near zero. Compare yourself with your own sector and your own history rather than a universal benchmark.

Which costs belong in cost of goods?

The costs that vary directly with producing or acquiring the item: purchase price, freight in, duty, packaging, and direct production labour. Rent, salaries and advertising are operating expenses and belong below the gross line. Putting them in the wrong place makes margins look worse or better than they are.

How do I price for a target margin?

Divide the cost by one minus the margin expressed as a decimal. For a 40% margin on a $60 item: 60 ⁄ 0.6 = $100. Do not multiply the cost by 1.4 — that is a 40% markup and yields only a 28.6% margin, a shortfall that compounds across every unit sold.

References

Read this first: This instrument shows arithmetic, not advice. Real offers add fees, taxes and terms that vary by lender and place — verify the figures against your actual paperwork before deciding anything.