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Set and Interval Notation – Day 1 Mrs. Ramsey. Set Notation  Using inequalities to describe your solution set (aka set notation)  This means “x is an.

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Presentation on theme: "Set and Interval Notation – Day 1 Mrs. Ramsey. Set Notation  Using inequalities to describe your solution set (aka set notation)  This means “x is an."— Presentation transcript:

1 Set and Interval Notation – Day 1 Mrs. Ramsey

2 Set Notation  Using inequalities to describe your solution set (aka set notation)  This means “x is an element of all real numbers”  Union of Sets: U What do the two sets both have in total?  Intersection of Sets: ∩ What do the two sets both have in common?

3 Graph the following…    

4 Interval Notation

5 Interval Notation can contain union of sets with the union symbol

6 Graph some examples 1. (3, ∞) 2. [-2, ∞) 3. (- ∞, ∞) 4. [-4, 7) 5. (-14, 2]

7 Now go backwards  Write the interval notation for the following: A) B) C) D) E) F)

8 Homework/Classwork  With your team – complete the half sheet and turn it in before you leave  Homework – “Using Set and Interval Notation” online


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