Holiday overtime pay calculator
Put your hourly rate, overtime hours and multiplier in: $25.00 an hour for 10 overtime hours at 1.50× pays $375.00 overtime — $1,375 week total.
★ MONEY · HOLIDAY · PAY
On the defaults — $25.00 an hour, 10 overtime hours, a 1.50× multiplier — holiday overtime pay comes to $375.00 overtime in all, $1,000 regular pay, $1,375 week total. This is the holiday overtime tool: rate times multiplier is the overtime rate, the overtime rate times overtime hours is the overtime pay, and regular pay plus overtime pay is the week — a scheduled week tells you nothing until the overtime hours actually worked are counted.
Put your hourly rate, overtime hours and multiplier in: $25.00 an hour for 10 overtime hours at 1.50× pays $375.00 overtime — $1,375 week total.
It means a $25.00-an-hour worker with 10 overtime hours at time-and-a-half earns thirteen hundred and seventy-five dollars for the week in all, of which $375 is overtime pay and $1,000 is regular pay for 40 hours. The rate sets how dear every hour is, the overtime hours set how many hours earn the premium, and the multiplier sets how big that premium is: a higher rate lifts both regular and overtime pay, and a double-time week lifts only the overtime hours without touching the regular 40. The only judgement is the overtime hours themselves — a scheduled hour and a worked hour are not the same hour, and the hours actually worked are the only honest source for them.
| Output | Formula | What it means |
|---|---|---|
| Overtime rate | rate × multiplier | $37.50 — $25.00 × 1.50. |
| Overtime pay | overtime rate × overtime hours | $375.00 — $37.50 × 10. |
| Regular pay | rate × 40 hours | $1,000.00 — $25.00 × 40. |
| Week total | regular pay + overtime pay | $1,375.00 — $1,000.00 + $375.00. |
First, check the overtime hours honestly: 10 hours must be the hours actually worked past the regular week, not the hours scheduled — a scheduled hour that was never worked takes no premium, and counting one adds $37.50 that is never paid. Second, check the multiplier against the agreement actually in force: 1.50× must be the multiplier actually paid, not a company-average figure — a double-time holiday pays 2.00×, and the wrong multiplier breaks the overtime pay by exactly its own change. Third, check the rate against the payslip actually received: $25.00 must be the regular rate actually paid, not a rate with shift differentials folded in — a rate that already includes a differential double-counts it, and the wrong rate breaks both regular and overtime pay at once.
$25.00 an hour, 10 overtime hours, 1.50× multiplier. Overtime rate: $25.00 × 1.50 = $37.50. Overtime pay: $37.50 × 10 = $375.00. Regular pay: $25.00 × 40 = $1,000.00. Week total: $1,000.00 + $375.00 = $1,375.00. In practice that means a twenty-five-dollar-an-hour holiday week with ten overtime hours pays about thirteen hundred and seventy-five dollars in all, and the $375 figure is the one to set against the payslip actually received, since the premium is the step that turns a long week into extra pay.
At $20.00 an hour instead of $25.00, the overtime pay falls to $300.00 — $30.00 overtime rate, $800.00 regular pay, $1,100.00 week total. At 20 overtime hours instead of 10, the overtime pay rises to $750.00 — $37.50 overtime rate, $1,000.00 regular pay, $1,750.00 week total. At a 2.00× multiplier instead of 1.50×, the overtime pay rises to $500.00 — $50.00 overtime rate, $1,000.00 regular pay, $1,500.00 week total. At no overtime hours instead of 10, the overtime pay falls to $0.00 — $37.50 overtime rate, $1,000.00 regular pay, $1,000.00 week total.
The rate behind $375.00 overtime is $25.00 an hour: at $20.00 the overtime is $300.00 and the week total is $1,100.00; at $30.00 the overtime is $450.00 and the week total is $1,650.00. The multiplier behind $375.00 is 1.50×: at 1.00× the overtime is $250.00 and the week total is $1,250.00; at 2.00× the overtime is $500.00 and the week total is $1,500.00 — the multiplier never touches the regular pay, only how dear each overtime hour is.
The defaults assume a $25.00 hourly rate, 10 overtime hours, a 1.50× multiplier, and a 40-hour regular week, for one holiday week at work. They do not assume taxes, shift differentials, or a second job — so treat $375.00 overtime and $1,375.00 week total as the planning figures for the week alone at $25.00 an hour and 10 overtime hours, and check them against the payslip, because real holiday weeks always hide one more hour than the schedule promised.
The arithmetic is exact for the inputs entered; the judgement is the rate actually paid, the true overtime hours actually worked, and whether the multiplier is the one actually in force. Real weeks vary with holiday premiums, shift differentials and taxes — so treat $1,375.00 as the planning total for $25.00 an hour and 10 overtime hours at 1.50×, and check it against the payslip before budgeting it as exact. This is a planning estimate, not payroll advice.
Bright Side Kit, “Holiday Overtime Pay Calculator: $375.00 Overtime Pay”, https://brightoolbox.com/holiday-overtime-pay-calculator/, accessed 3 November 2026. Students and researchers: cite the calculator name, the page URL and the date you used it, and quote the defaults ($25.00 an hour, 10 overtime hours, 1.50× multiplier, 40-hour regular week) so the result can be checked.
$375.00 on the defaults: $25.00 × 1.50 = $37.50 an hour, times 10 hours.
$1,375.00 on the defaults: $1,000.00 regular pay plus $375.00 overtime pay.
Because the multiplier lifts every overtime hour: at 2.00× the same 10 hours pay $500.00 instead of $375.00.
It lifts both parts of the week: at $30.00 an hour the overtime is $450.00 and the week total is $1,650.00.
Then the week is regular pay alone: $1,000.00 on the defaults, with $0.00 overtime.
No: the overtime rate is the hourly rate times the multiplier — $37.50 on the defaults, not $25.00.