Quick Answer
An employee earning $25/hour who works 40 regular hours and 10 overtime hours at 1.5x receives estimated total pay of approximately $1,375 ($1,000 regular + $375 overtime).
Common Examples
| Input | Result |
|---|---|
| $20/hour, 40 regular, 5 OT at 1.5x | Estimated $950 total ($800 regular + $150 OT) |
| $25/hour, 40 regular, 10 OT at 1.5x | Estimated $1,375 total ($1,000 regular + $375 OT) |
| $30/hour, 40 regular, 15 OT at 1.5x | Estimated $1,875 total ($1,200 regular + $675 OT) |
| $18/hour, 40 regular, 8 OT at 2.0x | Estimated $1,008 total ($720 regular + $288 OT) |
| $40/hour, 40 regular, 20 OT at 1.5x | Estimated $2,800 total ($1,600 regular + $1,200 OT) |
How It Works
This calculator uses the standard overtime pay formula used by employers in the United States under the FLSA:
Regular Pay = Hourly Rate x Regular Hours
Overtime Pay = Hourly Rate x Overtime Multiplier x Overtime Hours
Total Pay = Regular Pay + Overtime Pay
Effective Hourly Rate = Total Pay / (Regular Hours + Overtime Hours)
Where:
- Hourly Rate = the employee’s base pay per hour
- Regular Hours = hours worked at the standard rate (typically 40 per week)
- Overtime Hours = hours worked beyond the regular threshold
- Overtime Multiplier = the rate multiplier for overtime (1.5x is standard under the FLSA, commonly called “time-and-a-half”)
The effective hourly rate represents the blended average rate across all hours worked and is always higher than the base rate when any overtime hours are included. Some states and employers use a 2.0x (double-time) multiplier for certain overtime situations, such as hours exceeding 12 in a single day in California.
Worked Example
For an employee earning $25/hour who works 40 regular hours and 10 overtime hours at 1.5x:
Regular pay = $25 x 40 = $1,000. Overtime rate = $25 x 1.5 = $37.50/hour. Overtime pay = $37.50 x 10 = $375. Total pay = $1,000 + $375 = $1,375. Effective hourly rate = $1,375 / 50 = $27.50/hour.
If the same employee worked those 10 overtime hours at a 2.0x multiplier instead, the overtime rate would be $50/hour, overtime pay would be $500, and total pay would be $1,500 with an effective rate of $30/hour.
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