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Multiplication and Division Property of Inequalities When c is positive, if a > b, then a c > b c When c is negative, if a > b, then a c < b c.

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Presentation on theme: "Multiplication and Division Property of Inequalities When c is positive, if a > b, then a c > b c When c is negative, if a > b, then a c < b c."— Presentation transcript:

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2 Multiplication and Division Property of Inequalities When c is positive, if a > b, then a c > b c When c is negative, if a > b, then a c < b c

3 If you multiply or divide an inequality by a negative number, reverse the inequality sign in the answer.

4 Ex 1 Solve and graph -3y  12 y  -4 -2-6-40 6 42 -3 

5 Ex 2: Solve and Graph. 3y  -15 y  -5 -2-6-40 6 42

6 Ex 3: You try :Solve and Graph -5y  -20 y  4 -2-6-40 6 42

7 Ex4:

8 Ex 5: You try

9 Ex 6:

10 Ex 7: You try

11 Ex 8: -4.2 -0.7w

12 Ex 9 : you try -1.5 <3n

13 Homework Page 143 (10-34) even


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