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Margins on the P&L

lesson · about 3 minutes

Read each line as a percent of revenue, and spot when bigger dollars hide a worse business.

In your head, jot if needed · no calculator why?

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the idea

A margin is a P&L line as a percent of revenue: the share of each sales dollar the business keeps at that step. Gross margin is gross profit divided by revenue. Operating margin and net margin do the same with operating profit and net income.

Margins let you compare months of different sizes. More profit dollars can still mean a weaker business, if each sales dollar keeps less. And profit does not track sales: when sales grow 20%, profit can grow faster, grow slower, or fall, depending on the margin and the costs.

techniques

Divide by revenue

Any margin, or comparing two months.

  1. Take the profit line the question names.
  2. Divide it by revenue, never by costs, and multiply by 100.
  3. To compare months, work out both margins first.
worked example

Example: Revenue is $60,000 and gross profit is $21,000. What is the gross margin?

  1. $21,000 ÷ $60,000 = 0.35 = 35%.

Answer: 35%

Rebuild profit from the margin

Revenue, gross margin and operating expenses all change.

  1. New gross profit is new revenue times the new gross margin.
  2. Subtract the new operating expenses.
worked example

Example: Revenue rises from $20,000 to $25,000. Gross margin falls from 40% to 32%, and operating expenses rise from $4,000 to $5,000. What is the new operating profit?

  1. New gross profit: $25,000 × 0.32 = $8,000.
  2. New operating profit: $8,000 − $5,000 = $3,000.
  3. Before: $20,000 × 0.4 − $4,000 = $4,000.

Answer: $3,000

Weight by revenue

Combining the margins of two parts of a business.

  1. Turn each margin into profit dollars: revenue times the margin.
  2. Add the dollars, then divide by total revenue.
worked example

Example: A café sells $30,000 of coffee at a 70% gross margin and $10,000 of food at a 30% gross margin. What is the combined gross margin?

  1. $30,000 × 0.7 = $21,000. $10,000 × 0.3 = $3,000.
  2. ($21,000 + $3,000) ÷ $40,000 = 0.6 = 60%.

Answer: 60%

watch out for

practice

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Margin as a % of revenue

worked example

Revenue is $45,000 and net income is $10,125. What is the net margin?

Answer: 22.5%

  1. Margin = net income ÷ revenue = $10,125 ÷ $45,000 = 0.225 = 22.5%.

Did the margin improve?

worked example

Revenue is $50,000 with $17,500 of gross profit one month, then $60,000 with $19,800 the next. What happened to the gross margin?

  1. It stayed the same
  2. You can't tell without the cost lines
  3. It rose
  4. It fell

Answer: It fell

  1. Margin 1 = $17,500 ÷ $50,000 = 35%; margin 2 = $19,800 ÷ $60,000 = 33%.
  2. More gross-profit dollars can still mean less profit per sales dollar.

Sales up, profit down?

worked example

Revenue rises from $27,000 to $33,750. Gross margin falls from 55% to 51%; operating expenses rise from $6,000 to $7,000. What is the new operating profit? (Use a minus sign for a loss.)

Answer: $10,212.50

  1. New gross profit = $33,750 × 51% = $17,212.50.
  2. New operating profit = $17,212.50 − $7,000 = $10,212.50 (it was $14,850 − $6,000 = $8,850).

Combined margin of two parts

worked example

Division A has $22,000 of revenue at a 40% gross margin. Division B has $33,000 at 22%. What is the combined gross margin?

Answer: 29.2%

  1. Gross profit: A = $22,000 × 40% = $8,800; B = $33,000 × 22% = $7,260.
  2. Combined = ($8,800 + $7,260) ÷ $55,000 = 29.2%.

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