Calculation 1
Find the number of sales that covers all costs
What are we finding?
We are finding how many whole sales are needed before modeled profit reaches zero.
What do these numbers mean?
- Fixed costs: $12,000
- Costs that stay the same during the chosen period, even if nothing is sold.
- Price for one sale: $80.00
- Money received from one sale.
- Changing cost for one sale: $30.00
- The cost added each time one more unit, hour, seat, or project is sold.
- Money left from one sale: $50.00
- Price minus the changing cost. This money can cover fixed costs and then profit.
How do we calculate it?
Subtract the changing cost from the price. Divide fixed costs by the money left from one sale. Round up because part of a sale cannot cover the remaining cost.
sales to cover costs = fixed costs ÷ (price − changing cost)
$12,000 ÷ $50.00
- $80.00 minus $30.00 leaves $50.00 from each sale.
- $12,000 divided by $50.00 equals 240 sales before rounding.
- Round up to 240 whole sales.
Final answer
240 sales
What does the answer mean?
At 240 modeled sales, revenue covers fixed and changing costs. The next dollars left over become profit.