Speed Distance and Time

12
Speed Distance and Time

description

Speed Distance and Time. What is to be learned. How to calculate average speed, given the time taken and distance travelled in a journey Correct units for speed How to cope with converting hours and minutes into decimals. Calculating Speed. A car travels at 50 mph - PowerPoint PPT Presentation

Transcript of Speed Distance and Time

Page 1: Speed Distance and Time

Speed Distance and Time

Page 2: Speed Distance and Time

What is to be learned

• How to calculate average speed, given the time taken and distance travelled in a journey

• Correct units for speed

• How to cope with converting hours and minutes into decimals

Page 3: Speed Distance and Time

Calculating Speed

A car travels at 50 mph

Would travel 50 miles in one hour going at same speed

Page 4: Speed Distance and Time

Speed of car that travels 120 miles in 3 hours?

Speed = 120 ÷ 3

= 40 mph

Average Speed = Distance ÷ Time

Page 5: Speed Distance and Time

Calculating Speed

Average Speed = Distance ÷ Time

Written as S = D/T

Page 6: Speed Distance and Time

Percy drives 240 km in 4 hours

S = D/T

= 240/4

= 60 km per hour

Page 7: Speed Distance and Time

Units

Always dist unit per time unit

miles per hour

metres per second

cm per day

mm per month!

Page 8: Speed Distance and Time

Danger

Beware time difficulties

2 hours 30 mins = 2.30

2 ½ hours = 2.5

There are not 100 minutes in an hour!

Page 9: Speed Distance and Time

Time difficulties!

Remember ½ = 0.5¼ = 0.25¾ = 0.75

S0 5 hours 15 mins= 5 ¼ hours= 5.25 hours (for calculator)4 hours 45 mins= 4 ¾ hours = 4.75 hours

Page 10: Speed Distance and Time

Barney’s bus takes 2 ½ hours

to travel 75 miles.

What is his average speed?

S = D/T

= 75/2.5

= 30 mph

Page 11: Speed Distance and Time

Calculating Speed

Average Speed = Distance ÷ Time

S = D/T

Beware time difficulties!Remember

½ = 0.5¼ = 0.25¾ = 0.75

S0 3 hours 15 mins= 3 ¼ hours= 3.25 hours (for calculator)

Page 12: Speed Distance and Time

Train leaves Glasgow at 6:10 and arrives at Oban at 7:55. The journey is 95 miles.

Average speed?

S = D/T Time?1hour 45 mins= 1 ¾ hours= 1.75 hours

so S = 95/1.75

= 54.3 mph