Reaction Time Calculator
Calculate response time from a measured travel distance and velocity for experiments, sports analysis, and human performance studies.
About reaction time
Reaction time examples
Each example divides distance by constant velocity and converts seconds to milliseconds.
| Measured motion | Reaction time | Interpretation |
|---|---|---|
| 0.5 m at 2 m/s | 0.25 s = 250 ms | A quarter-second response interval. |
| 1.8 m at 12 m/s | 0.15 s = 150 ms | A short interval suitable for sports video analysis. |
| 0.09 m at 0.4 m/s | 0.225 s = 225 ms | A value within a typical simple visual-response range. |
How to calculate reaction time
- Measure the distance traveled during the response interval and convert it to metres.
- Measure or determine the corresponding constant velocity in metres per second.
- Enter both values and select Calculate reaction time.
- Review the result in milliseconds and seconds, then repeat trials when studying human performance.
Reaction time FAQ
What formula does this calculator use?
It uses time equals distance divided by velocity for motion at constant velocity. The seconds result is multiplied by 1000 to display milliseconds.
What is a typical human reaction time?
Simple visual responses often measure roughly 200 to 300 milliseconds under ordinary conditions. Individual results vary with the task, person, equipment, and environment.
Can this calculate a falling-ruler test?
Not directly, because a falling ruler accelerates rather than moving at constant velocity. That experiment uses time = square root of twice the distance divided by gravitational acceleration.
Why should I run several trials?
Single trials are sensitive to anticipation, distraction, and random measurement error. Multiple randomized trials provide a more stable estimate of typical performance.
Does the result include device latency?
Any delay already present in the measured distance or velocity data affects the computed interval. The calculator cannot identify or subtract screen, sensor, or input hardware latency by itself.