Speed Distance Time Calculator

Solve for speed, distance, or time given the other two values.

Speed, distance, timeUnit-aware resultsUpdated May 2026

Distance equals speed multiplied by time.

Time equals distance divided by speed.

Live solving · Unit conversion · Average speed

Solved value

60 mph

Speed = Distance ÷ Time

Formula used

Speed = Distance ÷ Time

120 mi ÷ 2 hr

Speed

60 mph

Distance

120 mi

Time

2 hr

Duration breakdown

2 hr 0 min 0 sec

Equivalent speed

96.5606 km/h · 60 mph · 26.8224 m/s

Pace

1:00 min/mi · 0:37 min/km

A speed of 60 mph means the object travels that distance unit per unit of time on average.
The calculator converted the distance and time into compatible units before solving.
This is average speed, not changing or instantaneous speed during the journey.

Speed Distance Time Formulas

Distance

Distance = Speed × Time

Speed

Speed = Distance ÷ Time

Time

Time = Distance ÷ Speed

Symbols

d = s × t

Average Speed

Average Speed = Total Distance ÷ Total Time

Pace

Pace = Time ÷ Distance

Variable and Unit Explanations

d

Distance traveled.

s

Speed or average speed.

t

Time taken.

Distance units

Units such as meters, kilometers, miles, feet, and yards.

Time units

Seconds, minutes, and hours measure duration.

Speed units

Speed combines distance and time, such as mph or km/h.

Pace

Time per distance, commonly used for running and walking.

Speed, Distance, and Time Relationship

Higher speed

Speed increases when the same distance is covered in less time.

More distance

Distance increases when speed or time increases.

Less time

Time decreases when speed increases for the same distance.

Connected values

All three values are connected by distance = speed × time.

Unit consistency

Units must be converted before calculating.

Formula triangle

Distance sits above speed × time: cover the unknown to choose the formula.

Worked Examples

Find speed

Problem: 120 miles in 2 hours

Formula: Speed = Distance ÷ Time

Substitution: 120 ÷ 2

Answer: 60 mph

Average speed is 60 miles per hour.

Find distance

Problem: 50 km/h for 3 hours

Formula: Distance = Speed × Time

Substitution: 50 × 3

Answer: 150 km

At a constant average speed, distance grows with time.

Find time

Problem: 100 km at 80 km/h

Formula: Time = Distance ÷ Speed

Substitution: 100 ÷ 80

Answer: 1.25 hours

1.25 hours is 1 hour 15 minutes.

Convert mph to km/h

Problem: 60 mph

Formula: mph × 1.60934

Substitution: 60 × 1.60934

Answer: 96.56 km/h

Useful when comparing road speeds.

Running pace

Problem: 6 miles in 48 minutes

Formula: Pace = Time ÷ Distance

Substitution: 48 ÷ 6

Answer: 8 min/mile

Pace is the inverse of speed.

Walking distance

Problem: 3 mph for 40 minutes

Formula: Distance = Speed × Time

Substitution: 3 × 0.6667

Answer: 2 miles

Convert minutes to hours first.

Average speed

Problem: 300 km in 5 hours

Formula: Average Speed = Total Distance ÷ Total Time

Substitution: 300 ÷ 5

Answer: 60 km/h

This includes the whole trip time.

Unit mismatch

Problem: 500 meters in 2 minutes

Formula: Convert before solving

Substitution: 500 m ÷ 120 s

Answer: 4.17 m/s

Minutes were converted to seconds.

Average Speed vs Instantaneous Speed

Average speed

Average speed is total distance divided by total time. This calculator primarily uses average speed for the whole journey.

Instantaneous speed

Instantaneous speed is speed at one moment. Real journeys may include stops, traffic, acceleration, or changing speed.

Unit Conversions and Real-World Use Cases

mph

Common in US and UK road contexts.

km/h

Common in many countries for road speeds.

m/s

Common in physics and science problems.

Pace

Common for running and walking as min/mile or min/km.

Conversion

Units should be converted before using the formula.

Realistic trips

For planning, use realistic average speed rather than speed limit alone.

Travel time estimates
Running and walking pace
Cycling speed
Physics homework
Delivery route estimates
Sports performance
Vehicle average speed
Distance planning

Common Speed Distance Time Mistakes

Mixing miles with kilometers without converting.
Mixing minutes with hours.
Using a speed limit as the actual average trip speed.
Dividing in the wrong direction.
Using zero time or zero speed incorrectly.
Forgetting that pace is the inverse of speed.
Treating changing speed as constant speed.
Rounding too early.

Understanding Your Result

Speed

Distance traveled per unit of time.

Distance

Length traveled at the given speed and time.

Time

Duration required to cover the distance at the given speed.

Average speed

Overall rate across the full journey.

Pace

Time needed per mile or kilometer.

Converted equivalent

Same result shown in another unit.

Frequently Asked Questions