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3.1-3.5 Quiz Review.

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Presentation on theme: "3.1-3.5 Quiz Review."β€” Presentation transcript:

1 Quiz Review

2 Write an inequality that represents the verbal expression A person must be at least 35 years old to be elected President of the United States.

3 Write an inequality that represents the verbal expression 8 more than a number m is less than 5

4 Write an inequality that represents the verbal expression A light bulb can be no more than 75 watts to be safely used in the light fixture.

5 Write an inequality that represents the verbal expression c less than 7 is less than or equal to -3

6 Solve each inequality and Graph the solution 8𝑑+2<5π‘‘βˆ’7

7 Solve each inequality and Graph the solution 2𝑛+1β‰₯βˆ’3

8 Solve each inequality and Graph the solution βˆ’2π‘₯+7≀45

9 Solve each inequality and Graph the solution 5π‘ βˆ’3+1<8

10 Solve each inequality and Graph the solution 5 3π‘βˆ’2 >50

11 Solve each inequality and Graph the solution 𝑦 2 <βˆ’3

12 Solve each inequality and Graph the solution 6β‰₯βˆ’ 4 5 𝑛

13 Solve each inequality and Graph the solution βˆ’1.5𝑑>18

14 Solve each inequality and Graph the solution 7βˆ’6𝑏≀19

15 Solve each inequality and Graph the solution 15𝑓+9>3(5𝑓+3)

16 Solve each inequality and Graph the solution 6π‘§βˆ’15β‰₯4𝑧+11

17 Solve each inequality and Graph the solution βˆ’3(4βˆ’π‘š)β‰₯2(4π‘šβˆ’14)

18 Solve each inequality and Graph the solution 8𝑧+5βˆ’2𝑧≀3 2𝑧+1 +2

19 Determine whether the number is a solution to the given inequality

20 Determine whether the number is a solution to the given inequality

21 Write an inequality for the graph

22 Write an inequality for the graph

23 Write each set in roster and in set builder notation
Write each set in roster and in set builder notation. R is the set of real numbers that are factors of 25.

24 Write each set in roster and in set builder notation
Write each set in roster and in set builder notation. P is the set of natural numbers less than or equal to 7.

25 List all of the subsets of each set. {dog, cat, fish}

26 List all of the subsets of each set. {apple, banana}


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