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Restaurant Table Occupancy Break-Even Point Calculator

The Restaurant Table Occupancy Break-Even Point Calculator estimates the share of available table-service capacity that must be occupied to cover fixed operating costs. It combines the number of tables, table turns available per day, operating days, average revenue per occupied table, and variable cost percentage to determine the contribution margin generated by each occupied table turn.

The result is a planning break-even occupancy rate for the selected period. It is most useful when the inputs use the same time basis: fixed costs for the period, operating days within that period, and realistic capacity and revenue assumptions. It does not model cash timing, taxes, financing, or capacity constraints beyond the available table turns entered.

Break-even occupancy inputs

$
tables
turns
days
$
%
Result
—
Break-even occupancy rate
Break-even occupied table turns—
Available table turns—
Contribution per occupied table—

1. Enter fixed costs
Use fixed or period costs that must be covered by table contribution during the selected period.

2. Define table capacity
Enter available tables, realistic table turns per day, and operating days.

3. Enter revenue per occupied table
Use average sales generated by one occupied table turn.

4. Set variable cost rate
Include costs that scale with sales in the percentage used for the contribution-margin calculation.

5. Review break-even occupancy
A result above 100% means the assumptions do not provide enough table capacity to break even.

Contribution per occupied table = Revenue per occupied table × (1 − Variable cost rate ÷ 100)Break-even occupied table turns = Fixed costs ÷ Contribution per occupied tableAvailable table turns = Tables × Turns per table per day × Operating daysBreak-even occupancy = Break-even occupied table turns ÷ Available table turns × 100

What the result means

The result is the percentage of available table turns that must be occupied for contribution margin to equal the fixed costs entered.

If break-even occupancy exceeds 100%, the modeled combination of capacity, revenue, margin, and fixed cost cannot break even within the period.

Given
Fixed costs = $45,000; 30 tables; 2.5 turns/day; 30 days; $95 revenue/table; variable cost = 38%.

Calculation
Contribution/table = $95 × 0.62 = $58.90. Break-even turns = $45,000 ÷ $58.90 = 763.16. Capacity = 30 × 2.5 × 30 = 2,250 turns. Occupancy = 763.16 ÷ 2,250 × 100 = 33.92%.

Result
Break-even occupancy = 33.92%.

The restaurant needs roughly 763 occupied table turns in the period, or about one-third of the modeled table-turn capacity, to cover the fixed costs entered.

What counts as fixed cost?

Use period costs that do not change directly with each additional occupied table in the modeled range, such as base rent or salaried overhead, according to your planning definition.

What should variable cost percentage include?

Include costs that scale with revenue in your model, commonly food and other transaction-linked costs, but keep the definition consistent with your fixed-cost treatment.

What does occupancy mean in this calculator?

It is occupied table turns divided by the maximum table turns you entered, not the percentage of seats filled at a single moment.

What if the result is above 100%?

The modeled capacity cannot generate enough contribution to cover fixed costs. Higher revenue, lower variable cost, lower fixed cost, or more usable capacity would be required.

Is break-even occupancy the same as average restaurant occupancy?

No. This is an economic threshold derived from your assumptions, not an industry benchmark or observed occupancy rate.