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Absolute Value Make it positive Properties: Commutative Associative Identity.

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Presentation on theme: "Absolute Value Make it positive Properties: Commutative Associative Identity."— Presentation transcript:

1

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3 Absolute Value

4 Make it positive

5 Properties: Commutative Associative Identity

6 Properties Commutative – change order Associative – change parentheses Identity – stays the same

7 Combine Like Terms

8 Add (or subtract) the coefficients of like terms

9 Distribution

10 Multiply by every term in the parentheses

11 Graphing Inequalities

12 Graphing Inequalities on a number line -5 -4 -3 -2 -1 0 1 2 3 4 5 6 7 8

13 Graphing Linear Inequalities Dashed or solid line Shade above or below

14 Graphing Linear Inequalities

15 Words to algebra expression Product of 3 and a number Quotient of 3 and a number Sum of 3 and a number 3 less than a number Four times a sum of 3 and a number

16 Product of 3 and a number Quotient of 3 and a number Sum of 3 and a number 3 less than a number Four times a sum of 3 and a number

17 Reciprocal

18 Reciprocal – flip top to bottom, bottom to top Reciprocal of

19 Steps to solve equations

20 Distribute to remove parentheses Combine like terms on same side of = Move variable to left by adding opposite Move number to right by adding opposite Divide by coefficient of variable

21 Solving Inequalities What do I remember to do when I divide or multiply by a negative number? Example: -2x < 8

22 Solving Inequalities What do I remember to do when I divide or multiply by a negative number? SWITCH THE SIGN! Example: -2x < 8

23 Solving Inequalities What do I do when I solve and the variable ends up on the right? Example: 8 < x

24 Solving Inequalities What do I do when I solve and the variable ends up on the right? Switch the order, switch the sign. Example: 8 < x changes to: x > 8

25 Solving Inequalities How do I solve a 3-part inequality? Example: 4< 2x+1 < 8

26 Solving Inequalities How do I solve a 3-part inequality? Get x alone in the middle, between 2 numbers. Do the same operation left, center, and right. Example: 4< 2x+1 < 8 -1 -1 -1 3 < 2x < 7 3/2 < x < 7/2

27 Notes about Functions Domain is… Range is… f(x) means… It’s a function if…

28 Notes about Functions Domain is… all the x values Range is… all the y values f(x) means… plug in x to get y It’s a function if… no x’s are repeated or no points are in a vertical line.

29 Correlation on Scatter Plots How do I draw the trend line? Direction of negative correlation Direction of positive correlation

30 Correlation on Scatter Plots How do I draw the trend line? Straight through the middle Direction of negative correlation: down to the right Direction of positive correlation: up to the right pos neg


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