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Time Distance Speed

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Title: Slide 1 Author: UOS Last modified by: Mr Lafferty Created Date: 4/6/2005 4:52:43 PM Document presentation format: On-screen Show (4:3) Company – PowerPoint PPT presentation

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Title: Time Distance Speed


1
Time Distance Speed
Revision of Level D/E Time
Calculating Distance
Calculating Speed
Calculating Time
Time, Distance and Speed Problems
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Converting Hour Minutes to Decimal Time
Converting Decimal Time to Hour Minutes
Time Distance Graphs
2
Starter Questions
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3
Time
Revision of Level D/E
Learning Intention
Success Criteria
  1. To revise Level D/E work on Time.

1. Convert 12hr to 24hr clock.
2. Convert 24hr to 12hr clock.
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3. Count Method to find time intervals.
4
To go from 12 hour clock to 24 hour clock just
add 12 to the pm hours
2100
2000
1830
2330
1620
1510
5
To go from 24 hour clock to 12 hour clock just
subtract 12 from the hours if it is greater than
12
9 pm
8 pm
530 pm
1008 pm
806 pm
150 pm
6
Counting Method
When working out time difference we will use the
Counting Method. This method will always work.
60 mins 1hr 3 hrs 6 mins
Example Find the time difference between 08
46 hrs and 11 52 hrs
Hrs Mins
nearest hour
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08 46 ? 09 00
14
hours
09 00 ? 11 00
2
Whats left?

11 00 ? 11 52
52
2 66
7
Counting Method
Example Find the time difference between 02
37 hrs and 23 49 hrs
Hrs Mins
nearest hour
02 37 ? 03 00
23
hours
03 00 ? 23 00
20
Whats left?

23 00 ? 23 49
49
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20 72
21hrs 12mins
8
Time
Revision of Level D/E
Now try Ex 1 2 Ch10 (page 107)
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9
Starter Questions
6x
4x
4x
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10
Distance
Working Out Distance
Learning Intention
Success Criteria
  1. Know the distance formula.

1. To explain how to work out simple distance
calculations using the distance formula.
2. Use the formula to work out simple distance
calculations.
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11
Distance
Working out Distances
Imagine you were travelling in a train at a
steady speed of 80km/hr.
In 1 hour you travel
80 x 1 80 km
In 2 hours you travel
80 x 2 160 km
In 3 hours you travel
80 x 3 240 km
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Can you guess what the formula is
in symbols
12
Time Distance Speed
Mixed Problems
Example Liam drove from his house to the Fort
William, a distance of 315 miles. It took him
3hrs. What was his average speed?
Working
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13
Distance
Working Out Distance
Now try Ex 3 Ch10 (page 111)
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14
Starter Questions
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15
Speed
Working Out Speed
Learning Intention
Success Criteria
  1. Know the speed formula.

1. To explain how to work out simple speed
calculations using the speed formula.
2. Use the formula to work out simple speed
calculations.
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16
Speed
Working Out Speed
Imagine you sailed 45 kilometres between two
islands and it took 3 hours.
In 3 hours you travel
45 km
In 1 hour you travel
45 3 15 km
This means your speed is
15km/hr
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Can you guess what the formula is
in symbols
17
Time Distance Speed
Mixed Problems
Example Liam drove from his house to the
Perth, a distance of 135 miles. It took him 3hrs.
What was his average speed?
Working
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18
Speed
Working Out Speed
Now try Ex 4 Ch10 (page 112)
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19
Starter Questions
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4 cm
x cm
20
Time
Working Out Time
Learning Intention
Success Criteria
  1. Know the time formula.

1. To explain how to work out simple time
calculations using the time formula.
2. Use the formula to work out simple time
calculations.
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21
Time
Working Out Time
Imagine you flew 800 miles to Paris and the
average speed of the plane was 200 miles/hr.
To travel 200 miles takes 1 hour
To travel 800 miles takes
800 200 4 hours
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Can you guess what the formula is
in symbols
22
Time Distance Speed
Mixed Problems
Example How long did the bus journey take if it
travelled a total distance of 100 km at and an
average speed of 40 km/hr.
Working
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23
Time
Working Out Time
Now try Ex 5 Ch10 (page 114)
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24
Starter Questions
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25
Time Distance Speed
Mixed Problems
Learning Intention
Success Criteria
1. Know and remember triangle method for
distance, speed time problems.
1. To show the traingle method of remembering
the distance, speed and time formulae.
2. Apply triangle method to mixed problems.
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26
Time Distance Speed
Mixed Problems
D
S
T
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Simple way to remember the 3 formulae !
27
Time Distance Speed
Mixed Problems
Example 1 Daniel drove from his house to the
Blackpool, a distance of 135 miles. It took him
2hrs 15mins. What was his average speed?
Time MUST be in hours format
Working
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28
Time Distance Speed
Mixed Problems
Example 2 A racing car travelled at 50 km/hr.
What is the distance covered in 6 hours ?
Working
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29
Time Distance Speed
Mixed Problems
Example 1 How long did the bus journey take if
it travelled a total distance of 60 km at an
average speed of 40 km/hr.
Working
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30
Time Distance Speed
Mixed Problems
Now try Ex6 Ch10 (page 116)
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31
Starter Questions
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32
Hrs Mins to Decimal Time
Converting Hrs Mins to Decimal Time
Learning Intention
Success Criteria
1. Know that decimal time MUST be used in
formulae.
1. To show how to convert hours and minutes to
decimal time.
2. Convert from hours and mins to decimal time.
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33
Hrs Mins to Decimal Time
Converting Hrs Mins to Decimal Time
You should already know
Example 1
48 minutes to decimal is
0.8 hr
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2.25 hr
Example 2
2hr 15 minutes to decimal is
To change minutes to a decimal divide by 60
34
Time Distance Speed
Now try Extension booklet 6E (page 41)
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35
Starter Questions
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36
Hrs Mins to Decimal Time
Converting Decimal Time to Hrs Mins
Learning Intention
Success Criteria
1. Know the rule for converting back from
decimal time to hours and mins.
1. To show how to convert back from decimal
time to hours and minutes.
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37
Hrs Mins to Decimal Time
Converting Decimal Time to Hrs Mins
You should already know
To change minutes to a decimal time divide by 60
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To convert back to and minutes we do the opposite

To change decimal time to minutes multiply by 60
38
Hrs Mins to Decimal Time
Converting Decimal Time to Hrs Mins
To change decimal time to minutes multiply by 60
Example 1
0.7 hrs to minutes is
42 mins
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3.4 hrs to hours and minutes is
Example 2
3 hrs 24 mins
39
Time Distance Speed
Converting Hrs Mins to Decimal Times
Now try Extension Booklet 7E (page 44)
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40
Starter Questions
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41
Time Distance Graph
Interpreting Time Distance Graphs
Learning Intention
Success Criteria
1. Understand the term interpret.
  • To interpret
  • Time Distance Graphs.
  • Understand that the speed can be calculated from
    the
  • Time - Distance Graph.

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42
Time Distance Graph
Interpreting Time Distance Graphs
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