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Probability Click here to order CD.

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Presentation on theme: "Probability Click here to order CD."— Presentation transcript:

1 Probability Click here to order CD

2 Today we will be learning to:
know that probability is measured on a scale of 0 - 1 place events on a 0 – 1 scale estimate probability use the notation for probability.

3 Mental Activity equivalent fractions

4 Make a list all the vocabulary you know relating to fractions.

5 4 7 Equivalent fractions Say a fraction equivalent to this.
Explain the strategy you used.

6 Make an equivalent fraction for each of the following.
Equivalent fractions Make an equivalent fraction for each of the following. Record your answers.

7 Equivalent fractions 1 2

8 Equivalent fractions 2 3

9 Equivalent fractions 6 7

10 Equivalent fractions 9 10

11 Equivalent fractions 3 5

12 Equivalent fractions 3 4

13 Equivalent fractions 5 6

14 Equivalent fractions 3 8

15 Equivalent fractions 5 9

16 Today we will learn how to measure probability on a 0 – 1 scale.
Main Activity Today we will learn how to measure probability on a 0 – 1 scale.

17 0 means that something will definitely not happen.
1 0 means that something will definitely not happen. What could 1 mean?

18 1 0 means that something will definitely not happen.
1 0 means that something will definitely not happen. 1 means that something definitely will happen. How can a fifty-fifty or even chance fit into this theory?

19 The Probability Scale 1 Where should ½ go?

20 What is the probability of getting a ‘head’ when tossing a coin?
The Probability Scale 1 What is the probability of getting a ‘head’ when tossing a coin?

21 What is the probability of rolling an eight with a single fair dice?
The Probability Scale 1 What is the probability of rolling an eight with a single fair dice?

22 What is the probability of the sun rising in the morning?
The Probability Scale 1 What is the probability of the sun rising in the morning?

23 What is the probability of getting a six when throwing a dice?
The Probability Scale 1 What is the probability of getting a six when throwing a dice?

24 The Probability Scale 1 ½ There are six possibilities.
1 There are six possibilities. The number 6 is only one possibility. Therefore there is a 1/6 chance.

25 Excuse me, how do I place 1/6 on the probability scale?
You use the same technique you would use with a fraction number line.

26 Placing 1/6 on a probability scale.
Draw a simple probability scale. 1

27 Placing 1/6 on a probability scale.
Divide the probability scale into six equal parts. 1

28 Placing 1/6 on a probability scale.
Divide the probability scale into six equal parts. 1 1/6 Each division is one sixth.

29 What is the probability of getting a six when throwing a dice?
The Probability Scale 1 What is the probability of getting a six when throwing a dice?

30 What is the probability of getting a six when throwing a dice?
The Probability Scale 1 1/6 What is the probability of getting a six when throwing a dice?

31 What is the probability of picking out a ‘p’ from the letters above?
HIPPOPOTAMUS 1 What is the probability of picking out a ‘p’ from the letters above?

32 There are three chances out of twelve letters which is 3/12.
HIPPOPOTAMUS 1 There are three chances out of twelve letters which is 3/12. 3/12 is equivalent to ¼.

33 There are three chances out of twelve letters which is 3/12.
HIPPOPOTAMUS 1 There are three chances out of twelve letters which is 3/12. 3/12 is equivalent to ¼.

34 Group Work A ‘Will it or won’t it?’ activity
A ‘Might do, might not!’ activity

35 Order Form – Please print and send to Folens Publishers Ltd, Apex Business centre, Boscombe Road, Dunstable, Beds LU5 4RL I have evaluated the free sample lesson from the Time to Teach site and I would now like to place a FIRM ORDER for the following PowerPoint £24.95 each (including site licence). Please make cheques payable to Folens Publishers Ltd. Age Autumn /term Spring Term Summer Term 4-5  BA3162  BA3308  BA3375 5-6  BA3189  BA3316  BA3383 6-7  BA3200  BA3324  BA3391 7-8  BA3227  BA3332  BA3405 8-9  BA3243  BA3340  BA3413  BA326X  BA3359  BA3421  BA3286  BA3367  BA343X My requisition number is:- _____________________________________________ Signed:- ____________________________________________ Position:-______________________________ Name:- _________________________________________________________________________ School:_________________________________________________________________________ Address:-_______________________________________________________________________ _______________________________________________________________________________ Postcode:-____________________ Phone:-____________________________ Fax_____________________________________ -___________________________ Special offers are only available to schools ordering direct from Folens. Price, product and publication details are correct at time of going to press but are subject to change without prior notice. Prices exclude VAT where applicable. UK P&P £3.95 per order


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