Quarter-mile ET and MPH calculator
Predict what your car should run from its weight and horsepower, or work backward from a timeslip to estimate how much power it's making.
Result
- 1/4 mile ET
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- 1/4 mile trap speed
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- 1/8 mile ET
- –
- 1/8 mile trap speed
- –
- Weight per horsepower
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The formulas
ET (s) = 5.825 × (weight ÷ hp)1/3
These estimates, credited to Roger Huntington and Geoffrey Hale, have been used by racers for decades. Weight includes the driver. The horsepower they imply is roughly flywheel horsepower for a typical street car. Real results vary with traction, gearing, aerodynamics and weather.
The eighth-mile figures use common conversions: ET about ÷ 1.57 and trap speed about ÷ 1.26 from the quarter mile.
Frequently asked questions
How accurate is predicting ET and trap speed from weight and horsepower alone?
It's a widely used starting estimate, but real results depend heavily on the car's actual traction, gearing, driver skill, and track conditions — treat the prediction as a ballpark, not a guarantee, especially for cars far from a "typical" street/strip setup.
Can I work backward from a timeslip to estimate horsepower?
Yes — that's exactly what the reverse calculation is for: entering your actual weight and ET or trap speed estimates the horsepower that likely produced that run, which is a common way racers sanity-check dyno numbers or diagnose a power loss.
Why do two cars with the same power-to-weight ratio sometimes run different times?
This formula is a simplified physics model that doesn't account for traction, aerodynamics, launch technique, or drivetrain losses — real cars with identical power-to-weight can post different times because of any of those real-world factors.
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