How to use the labor hours calculator
- Add one row per task with its quantity and your output per hour.
- Enter the crew size and working hours per day.
- Optionally enter an hourly labor rate for a cost.
How the estimate works
Hours per task = quantity ÷ output per hour. Total hours = the sum of all tasks. Crew days = total hours ÷ (crew × hours per day). Labor cost = total hours × hourly rate.
Worked examples
Drywall and paint. 40 sheets at 2 sheets an hour = 20 h; 100 m² of painting at 10 m² an hour = 10 h. Total 30 h. With 2 people working 8 hours a day: 1.9 days.
With a rate. At 30 an hour, the 30 hours cost 900.
How to interpret the results
Use the result to schedule the work and compare quotes. Add allowances for travel, deliveries, inspections and weather where they apply.
Tips and common mistakes
- Track your real rates on past jobs; they beat any rule of thumb.
- Not every task scales with crew size; drying and curing times don’t.
- Include prep work such as protection, setup and cleanup.
- Keep units consistent between quantity and rate.
Building your own productivity rates
The best rates come from your own jobs. Note the quantity done and the hours spent for each task, and divide quantity by hours. Keep separate rates for easy and difficult conditions, for example open rooms versus small rooms with many corners, or new work versus renovation. Over time, your rates will make quotes faster and more accurate.
From hours to a schedule
Labor hours tell you how much work there is; the schedule also depends on the order of tasks, waiting times such as drying or curing, deliveries and inspections. Use the crew days as a starting point, then lay the tasks out in order and add those waiting times to get a realistic timeline.
Related calculators
Combine labour hours with materials from the project materials list and prices from the renovation cost calculator to build a complete estimate, then use the contractor quote comparison to check quotes against your own numbers.
Assumptions and limitations
The calculator assumes tasks can be split evenly across the crew and done one after another without waiting time.