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  1. Jun 1, 2019 · (a) B is a set such that AB∩ = {4, 8} The set B has 3 members. List the members of one possible set B..... (2) (b) C is a set such that AC∩ = Ø The set C has 3 members. List the members of one possible set C..... (1) (Total for Question 5 is 3 marks) 8 5 9 5 6 of the students in a group are male.

  2. the universal set (all the numbers in the set) must be greater than 1 (so from 2 onwards), but less than 21 (so up to and including 20). all the numbers in set A are prime numbers. all the numbers in set B are factors of 24 (numbers that 24 can be divided by). all the numbers in set C are square numbers.

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  3. For example, we can represent the set of odd numbers, O, between 1 and 10 as… O=\{1, 3, 5, 7, 9\} We can also represent sets in Venn diagrams. For example, let’s represent the sets A and B in this Venn diagram. A and B both have a circle containing their elements, and the intersection of them contains elements in both A and B.

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  4. The standard notation to show that you are defining a set is to use curly brackets \ {\}. Capital letters are often used to denote the whole set, e.g. K=\ {\text {all positive multiples of }2\}. Then a lower case letter would be used to denote an element within this set, e.g. x is an element of K.

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  5. 1. Which of the following is sets is shown with roster notation? { q | – 4 ≤ q < 3 } G = {letters in the English alphabet} X = {red, blue, yellow} None of the above. 2. Which of the following is true about setDlisted below? -7 D D is an infinite set.

  6. Set Notation True or False (Editable Word | PDF | Answers) Basic Set Notation Fill In The Blanks (Editable Word | PDF | Answers) Two Set Venn Diagrams Practice Strips (Editable Word | PDF | Answers) Venn Diagrams and Set Notation Fill In The Blanks (Editable Word | PDF | Answers) Set Notation and Venn Diagrams Practice Grid (Editable Word | PDF ...

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  8. Sets Worksheets. Set Notations A quiz to test your knowledge of set notations: intersection, union, subset, etc. Elements in a Set Determine whether an element is a member of a given set and the number of members in a given set. Types of Sets Determine whether a given set is an infinite set, finite set or empty set. Subsets

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