Speed Distance Time Calculator
Solve any one of speed, distance or time from the other two — trip time, average speed or distance covered.
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What this tool does
Solve any one of speed, distance or time from the other two — trip time, average speed or distance covered. Uses a single constant average speed. Real journeys vary; enter the average you actually expect, including stops, for planning.
How to use the Speed Distance Time Calculator
- Enter or select solve for.
- Enter or select distance (miles).
- Enter or select average speed (mph).
- Enter or select time (hours).
- Read the calculated result; change any measurement to compare alternatives.
Formula
distance = speed × time; speed = distance ÷ time; time = distance ÷ speed
- solveFor
- Solve for
- distance
- Distance (miles)
- speed
- Average speed (mph)
- time
- Time (hours)
Uses a single constant average speed. Real journeys vary; enter the average you actually expect, including stops, for planning.
Worked example
For speed distance time calculator, the following measurements illustrate the exact method: Solve for: time; Distance (miles): 120; Average speed (mph): 60; Time (hours): 2.
Inputs
- Solve forTime
- Distance (miles)120
- Average speed (mph)60
- Time (hours)2
Result
- Travel time (hours)2
- Travel time (hours)2
- Travel time (minutes)120
- Average speed (mph)60
- Distance (miles)120
Results explained
- Travel time (hours)
- Travel time (hours) from the formula above. Uses a single constant average speed. Real journeys vary; enter the average you actually expect, including stops, for planning.
- Travel time (hours)
- Travel time (hours) from the formula above. Uses a single constant average speed. Real journeys vary; enter the average you actually expect, including stops, for planning.
- Travel time (minutes)
- Travel time (minutes) from the formula above. Uses a single constant average speed. Real journeys vary; enter the average you actually expect, including stops, for planning.
- Average speed (mph)
- Average speed (mph) from the formula above. Uses a single constant average speed. Real journeys vary; enter the average you actually expect, including stops, for planning.
- Distance (miles)
- Distance (miles) from the formula above. Uses a single constant average speed. Real journeys vary; enter the average you actually expect, including stops, for planning.
Frequently asked questions
Time = distance ÷ average speed. 120 miles at an average 60 mph takes 2 hours — use your realistic average including stops and slower sections, not the speed limit.
Average speed = total distance ÷ total time, including any stopped time if you want door-to-door pace. 120 miles in 2.5 hours with stops is a 48 mph average.
Acceleration, traffic, fuel stops and urban sections all drag the average down. On long highway trips a planning average 5–10 mph below your cruise speed is typical.
Yes — the relation v = d ÷ t is universal. Enter miles and hours the same way; for pace per mile use the running tools in Sports.
Choose 'Distance' in Solve for: distance = speed × time, e.g. 55 mph for 3 hours covers 165 miles.