A coffee chain is opening a new store. How many cups a day does it need to sell to break even?
Divide monthly fixed costs by contribution per cup, not price. $27,000 a month over $3 a cup is 9,000 cups, or 300 a day. Check the morning rush can serve that. Earning back a $180,000 build in three years needs about 56 more a day.
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Example answer
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I'll start with the fixed costs for a month. I'll say rent is $8,000. Staff is maybe $15,000. Utilities, insurance and everything else come to $4,000. That's $27,000 a month.
Now each cup. I'll use an average price of $4.50. $27,000 divided by $4.50 is 6,000 cups a month. Over 30 days that's 200 cups a day.
So the store needs to sell about 200 cups a day to break even.
What holds it back
It divides fixed costs by the full $4.50 price, as if a cup cost nothing to make. That gives 200 cups a day, which is too low. The staff figure is a guess.
One question first. Does break-even mean covering the store's monthly running costs, or also earning back what it cost to build? I'll assume running costs. The method is fixed costs divided by what each cup contributes. I'll start with the fixed costs for a month. I'll say rent is $8,000. Staff is the big one. Two people on the floor for 12 hours a day, 30 days a month, at $20 an hour is $14,400, which I'll round to $15,000. Utilities, insurance and everything else come to $4,000. That's $27,000 a month. Now each cup. I'll use an average price of $4.50. The coffee, milk, cup and card fee cost about $1.50, so each cup contributes $3. $27,000 divided by $3 is 9,000 cups a month. Over 30 days that's 300 cups a day. So the store needs to sell about 300 cups a day to break even. That sounds doable for a coffee shop.
One question first. Does break-even mean covering the store's monthly running costs, or also earning back what it cost to build? I'll do running costs first and add the build cost at the end. The method is fixed costs divided by what each cup contributes. I'll start with the fixed costs for a month. I'll say rent is $8,000. Staff is the big one. Two people on the floor for 12 hours a day, 30 days a month, at $20 an hour is $14,400, which I'll round to $15,000. Utilities, insurance and everything else come to $4,000. That's $27,000 a month. Now each cup. I'll use an average price of $4.50. The coffee, milk, cup and card fee cost about $1.50, so each cup contributes $3. $27,000 divided by $3 is 9,000 cups a month. Over 30 days that's 300 cups a day. Is 300 achievable? Across 12 hours it's 25 cups an hour, which sounds easy. But coffee sells mostly in the morning. If half the day's cups go between 7 and 10, that's 150 cups in three hours, or 50 an hour. Two baristas can make that many, so capacity is fine. What decides it is whether the site brings in that many people before work. Next to a station or an office block it should. On a quiet residential street it probably won't. Two adjustments. Food helps, because a pastry on some orders adds contribution with no extra rent. Going the other way, if the store cost $180,000 to build and they want that back in three years, that's another $5,000 a month, or about 56 more cups a day. So I'd tell the client 300 cups a day to cover running costs and about 356 to earn the investment back.
The numbers, step by step
Monthly running costs, a $4.50 cup with $1.50 of ingredients and packaging, a 30-day month, and a $180,000 build cost earned back over three years.
- Staff cost per month2 people × 12 hours × 30 days × $20
- $14,400, rounded to $15,000
- Fixed costs per month$8,000 rent + $15,000 staff + $4,000 other
- $27,000
- Contribution per cup$4.50 price − $1.50 cost
- $3
- Cups per month to break even$27,000 ÷ $3
- 9,000
- Cups per day9,000 ÷ 30 days
- 300
- Average cups per hour300 ÷ 12 hours
- 25
- Cups per hour in the morning rush300 × 50% ÷ 3 hours
- 50
- Build cost per month$180,000 ÷ 36 months
- $5,000
- Extra cups per day for the build cost$5,000 ÷ $3 ÷ 30 days
- 55.6, so about 56
What the interviewer listens for
- Do you ask what break-even should cover before calculating?
- Do you divide fixed costs by contribution per cup, not by price?
- Are your assumptions said aloud and easy to challenge?
- Is the arithmetic clean and easy to follow?
- Do you judge whether the answer is achievable, not only compute it?
Common mistakes
- Dividing fixed costs by the selling price.Each cup also uses coffee, milk and a cup, so only the contribution after those costs pays the rent.
- Stopping at the number.An interviewer asking for break-even wants to hear whether 300 cups a day is realistic for this store.
- Judging the result as an even hourly average.Coffee sells mostly in the morning, so the test is the busiest hours and not the daily mean.
- Treating staff as a cost per cup.A store needs people on the floor whether it sells 50 cups or 500, so within a shift staff is fixed.
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