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Speed, Distance & Time
Speed, Distance, Time
Calculations
The aim of this lesson is to
be able to use the correct
formulas to calculate
speed, distance or time
15 mins = 0β€’25 hour
So: 3 hours 15 mins = 3β€’25 hours
30 mins = 0β€’5 hour
So: 7 hours 30 mins = 7β€’5 hours
45 mins = 0β€’75 hour
So: 2 hours 45 mins = 2β€’75 hours
Reminder: How to change minutes into a decimal
The 3 formulas for Speed, Time & Distance:
Speed =
Distance
Time
Time =
Distance
Speed
Distance = Speed x Time
Remember them from
this triangle:
D
S T
Solving for Speed Solving for Time Solving for Distance
D
S T
A windsurfer travelled 28 km in 1 hour 45 mins.
Calculate his speed.
Speed =
Distance
Time
28
1β€’75
=
= 16 km/h
1 hour 45 mins
Answer: His speed was 16 km / hour
2 hour 30 mins
Answer: He travelled 125 km
A salesman travelled at an average speed of 50 km/h for
2 hours 30 mins. How far did he travel?
D
S T
Distance = Speed x Time
= 50 x 2β€’5
= 125 km
Answer: It took 9 hours 15 minutes
A train travelled 555 miles at an average speed
of 60 mph. How long did the journey take?
D
S T
Time =
Distance
Speed
555
60
=
= 9β€’25 hours = 9 hours 15 mins
Calculating speed time and distance

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Calculating speed time and distance

  • 1. Speed, Distance & Time Speed, Distance, Time Calculations
  • 2. The aim of this lesson is to be able to use the correct formulas to calculate speed, distance or time
  • 3. 15 mins = 0β€’25 hour So: 3 hours 15 mins = 3β€’25 hours 30 mins = 0β€’5 hour So: 7 hours 30 mins = 7β€’5 hours 45 mins = 0β€’75 hour So: 2 hours 45 mins = 2β€’75 hours Reminder: How to change minutes into a decimal
  • 4. The 3 formulas for Speed, Time & Distance: Speed = Distance Time Time = Distance Speed Distance = Speed x Time Remember them from this triangle: D S T Solving for Speed Solving for Time Solving for Distance
  • 5. D S T A windsurfer travelled 28 km in 1 hour 45 mins. Calculate his speed. Speed = Distance Time 28 1β€’75 = = 16 km/h 1 hour 45 mins Answer: His speed was 16 km / hour
  • 6. 2 hour 30 mins Answer: He travelled 125 km A salesman travelled at an average speed of 50 km/h for 2 hours 30 mins. How far did he travel? D S T Distance = Speed x Time = 50 x 2β€’5 = 125 km
  • 7. Answer: It took 9 hours 15 minutes A train travelled 555 miles at an average speed of 60 mph. How long did the journey take? D S T Time = Distance Speed 555 60 = = 9β€’25 hours = 9 hours 15 mins