CalQpro

Speed vs. Velocity: Difference, Formulas, and Examples

By Jorge Sanchez · April 20, 2026 · 5 min read

Bottom line: Speed = distance ÷ time (no direction). Velocity = displacement ÷ time (includes direction). A car traveling at 60 mph has a speed of 60 mph, but its velocity is 60 mph north (or whatever direction it's heading).

The Key Difference: Scalar vs. Vector

PropertySpeedVelocity
TypeScalar (magnitude only)Vector (magnitude + direction)
DefinitionRate of motionRate of displacement
Can be negative?NoYes (indicates opposite direction)
Example60 mph60 mph due north

Speed Formula

Find Speed

s = d ÷ t

Find Distance

d = s × t

Find Time

t = d ÷ s

Where: s = speed, d = distance, t = time

Worked Examples

Example 1: Find Speed

A car travels 150 miles in 2.5 hours. What is its average speed?

s = d ÷ t = 150 ÷ 2.5 = 60 mph

Example 2: Find Distance

A train travels at 80 mph for 3.5 hours. How far does it go?

d = s × t = 80 × 3.5 = 280 miles

Example 3: Find Time

How long to travel 200 km at 100 km/h?

t = d ÷ s = 200 ÷ 100 = 2 hours

Average Speed vs. Instantaneous Speed

A road trip of 300 miles in 5 hours averages 60 mph — even if you hit 80 mph on the highway and stopped for lunch.

Velocity in Physics

Velocity is crucial in physics because direction matters for forces, momentum, and projectile motion. Key concepts:

Example: You walk 3 km north and 3 km south. Total distance = 6 km. Displacement = 0 km. Average velocity = 0 (you ended where you started).

Common Speed Conversions

FromTo Convert
mph to km/h× 1.60934
km/h to mph× 0.62137
m/s to mph× 2.23694
mph to m/s× 0.44704
knots to mph× 1.15078

Speed, Distance & Time Calculator

Solve for any variable — speed, distance, or time — plus convert between units.

Calculate Speed →

Jorge Sanchez · Live Event Production Specialist · CalQpro