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Venn Diagrams For each Venn diagram insert the numbers 1 to 10 into the correct sections. 1. Multiples of 2 Multiples of 3 5. 5 or less Factors of 12 2.

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Presentation on theme: "Venn Diagrams For each Venn diagram insert the numbers 1 to 10 into the correct sections. 1. Multiples of 2 Multiples of 3 5. 5 or less Factors of 12 2."— Presentation transcript:

1 Venn Diagrams For each Venn diagram insert the numbers 1 to 10 into the correct sections. 1. Multiples of 2 Multiples of 3 5. 5 or less Factors of 12 2. 5 or more Odd numbers 6. Square numbers Even numbers 3. 7. Multiples of 3 5 or more Multiples of 4 Factors of 16 4. 8. Odd Numbers Multiples of 5 Prime numbers Factors of 18

2 Now make up your own categories and fill in the numbers from 1 to 10.

3 Probability Venn Diagrams
There are 10 cards in a deck labeled 1 to 10. One card is chosen at random. 1. Multiple of 3 More than 5 5 7 8 9 4 3 1 6 10 2 Insert the cards into the correct section of the Venn diagram. What is the probability of choosing a number that is a multiple of 3 and is more than 5? What is the probability of choosing a number that is a multiple of 3 but is not more than 5? What is the probability of choosing a number that is more than 5 but is not a multiple of 3? What is the probability of choosing a number that is neither a multiple of 3 or more than 5? What is the probability of choosing a number that is a multiple of 3 or is more than 5? What is the probability of choosing a number that is a multiple of 3 or more than 5 but not both?

4 Insert the cards into the correct section of the Venn diagram.
There are 12 cards in a deck labeled 1 to 12. One card is chosen at random. 2. Even number Prime number 9 1 8 11 5 7 4 3 12 6 2 10 Insert the cards into the correct section of the Venn diagram. What is the probability of choosing a number that is even and prime? What is the probability of choosing a number that is even but not prime? What is the probability of choosing a number that is prime but not even? What is the probability of choosing a number that is neither even or prime? What is the probability of choosing a number that is even or prime? What is the probability of choosing a number that is even or prime but not both?


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