Speed Calculator: Calculate Speed, Distance & Time – Multiple Units & Conversions

Free speed calculator to find speed, distance, or time using the formula speed = distance/time. Converts between m/s, km/h, mph, knots, ft/s. Includes reference data and real-world speed examples.

Speed Calculator

Calculate Speed, Distance & Time - Multiple Units & Conversions

⚡ Pro Tips for Speed Calculations: Speed = Distance ÷ Time - fundamental formula. Ensure distance and time in compatible units. Speed units vary by region: metric (m/s, km/h), imperial (mph), maritime (knots). Convert between units for consistency. Average speed requires total distance and total time, not average of speeds. Velocity includes direction; speed is magnitude only.

Calculate Speed from Distance and Time

Formula:
speed = distance / time

Example: 100 meters ÷ 10 seconds = 10 m/s
Time:
Calculation Information:
  • Enter distance in any compatible unit
  • Enter time as hours, minutes, seconds
  • Calculator converts to your chosen speed unit
  • Result includes SI units and all conversions
  • Formula: speed = distance ÷ time
✅ Speed Calculation Results:

Calculate Distance from Speed and Time

Formula:
distance = speed × time

Example: 10 m/s × 60 seconds = 600 meters
Time:
✅ Distance Calculation Results:

Calculate Time from Speed and Distance

Formula:
time = distance / speed

Example: 600 meters ÷ 10 m/s = 60 seconds
✅ Time Calculation Results:

Speed Unit Converter

✅ Speed Conversion Results:
Speed Unit Conversion Factors:
Unitm/skm/hmphft/sknots
1 m/s13.62.2369283.2808401.943844
1 km/h0.27777810.6213710.9113440.539957
1 mph0.447041.6093511.4666670.868976
1 ft/s0.30481.097280.68181810.592484
1 knot0.5144441.8521.1507791.6878101

Speed Reference Data

Common Speed Examples:
Activity/Objectm/skm/hmph
Average walking speed1.453.1
Peak human running12.4244.727.8
Peak cheetah running33.53120.775
Car highway speed259055.9
Commercial airplane cruise250900560
Earth orbital speed29,783107,21866,623
Sun orbital speed251,000904,000561,000
Speed of sound (sea level, 20°C)3431,235768
Speed of light in vacuum299,792,4581,079,252,848670,616,629
Speed Formulas & Relationships:
Basic Relationship:
speed = distance / time

Rearrangements:
distance = speed × time
time = distance / speed

Average Speed:
average speed = total distance / total time

Acceleration:
acceleration = (final speed - initial speed) / time
📚 Understanding Speed, Distance & Time
What is Speed?:

Speed measures how fast object moves. Defined as rate at which position changes over time. SI unit: meters per second (m/s). Speed is scalar quantity - magnitude only, no direction. Unlike velocity which includes direction. Measured using distance traveled divided by time elapsed.

Key Concepts:
  • Instantaneous Speed: Speed at specific moment (speedometer reading)
  • Average Speed: Total distance divided by total time
  • Constant Speed: Unchanging rate over period
  • Variable Speed: Rate changes during journey
  • Speed vs Velocity: Speed has magnitude; velocity has magnitude and direction
Common Speed Units:
  • Metric: m/s (SI standard), km/h (common)
  • Imperial: mph (US/UK), ft/s (physics)
  • Maritime/Aviation: knots (nautical miles/hour)
  • Conversion: 1 m/s = 3.6 km/h = 2.237 mph
Real-World Applications:
  • Vehicle navigation: determine travel time for distance
  • Sports analysis: track performance metrics
  • Physics problems: motion and acceleration calculations
  • Safety: speed limits based on distance stopping
  • Fitness: pace tracking for running/cycling
❓ Frequently Asked Questions
How do you calculate travel time for a trip? +
Use formula: time = distance ÷ speed. Example: 300 km at 100 km/h = 3 hours. Account for speed variations (traffic, speed limits). Average speed typically less than highway speed for real-world trips. Add buffer time for stops, rest breaks, unexpected delays.
What's the difference between speed and velocity? +
Speed: scalar (magnitude only). Example: "driving at 60 mph." Velocity: vector (magnitude + direction). Example: "driving 60 mph northbound." For distance/time calculations, use speed. In physics requiring direction, specify velocity. Speed always positive; velocity can be negative.
How do you convert between speed units? +
Conversion factors: 1 m/s = 3.6 km/h = 2.237 mph. 1 knot = 1.852 km/h. Use consistent units throughout calculation. If distance in kilometers and time in hours, result naturally in km/h. Always verify unit consistency - common source of errors.
Why is knot used in aviation/maritime? +
Knot: nautical mile per hour. Historically convenient for ocean/air navigation. Nautical mile defined by latitude lines. 1 knot ≈ 1.852 km/h. International standard for sea and air traffic. Distinct from regular mile - always specify "knot" or "kn" to avoid confusion.
What's average speed vs current speed? +
Current speed: instantaneous rate at moment (speedometer). Average speed: total distance ÷ total time. Example: 60 mph average but speeds varied 0-80 mph during trip. Average smooths variations. Always use average for travel time estimation from total distance.
How fast is the speed of light? +
Speed of light: 299,792,458 m/s ≈ 300,000 km/s. Approximately 1,079,252,848 km/h. Universal speed limit - nothing faster in physics. Used in relativity calculations. Dramatically faster than sound (343 m/s): light ~900,000× faster than sound.
Can distance be covered without moving? +
No - distance requires motion. Zero speed = zero distance covered (or zero time). Speed by definition relates distance to time. Stationary object has zero speed. To cover distance, must move at non-zero speed for period of time.
Why is accuracy in units important? +
Unit mismatch causes calculation errors. Example: 100 km ÷ 50 hours ≠ 50 km/h (wrong calculation order). Mixing units: 100 kilometers ÷ 2 hours = 50 km/h (correct). Always verify units match in formula before calculating. Most calculation errors stem from unit confusion.