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Don't remember: function notation, and set builder notation
Remember: sets of numbers

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Don't remember: End behavior, odd and even degree, leading coefficient

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remember: manipulating functions

don't remember:

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inverses

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Composition

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Inverse functions

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Remember- translations
Don't remember- how to set up a odd or even function

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D and R of inverses

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Determining if it's a function by composition
proving odd or even functions

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Composition of functions

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Factoring and equation

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remember: key features of graphs, step func

don't remember: piece wise

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Odd and even

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Determine if it's a function by composition

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Scale changes, composition ones

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Don't remember: Scale changes, domain and range for inverse shape. Original equation, and odd and even

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Composition

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Inverses

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Chapter 2: Piecewise functions and key features of graphs in general 

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Chapter 2: Piecewise functions and key features of graphs in general 

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Could I have help regarding determining if a function is odd or even algebraically? Also, could you help with determining a function with composition?

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Step and piecewise functions

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Composition.

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Piecewise function

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Positive and negative intervals

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Odd and even functions

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piecewise functions from the graph to the equation, end behaviors

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What I remember transformations and modeling

Don't remember need to practice composition and odd and even things

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chapter 2 Piecewise functions and end behavior

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chapter 2 Piecewise functions and end behavior

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Don't remember: Odd and even degree, negative and positive LC.

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Key features

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Key functions

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Odd and even degree p(X)

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Scale changes
Inverse functions
Odd or even
Compostion of functions
Modeling

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Function notation

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End Behavior, Piecewise functions, Step functions

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on whether relations are functions or not

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Remember- parent functions
Don't remember- graphing with the open dots and closed dots with making a table

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Sets and their symbols

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Piecewise functions,

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Key features of graphs.

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Piece wise functions

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Piece wise functions

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Step function

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Set Builder, number line, and roster notations

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Don't remember: Natural log vs Log
Remember: doing tables of piecewise dunctions

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Remember pretty much all of it

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Step functions
Key features of graphs

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1-7

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Function notation stuff

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Graphing and creative tables for piece wise functions

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Graphing and creative tables for piece wise functions

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chapter 2

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Closure (closed and opened)

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Roster and interval notation

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Finding intersections

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remember: sets of numbers/symbols

don't remember: notations

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Domain and range based on story problems

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Relations/Function Notation.

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ch 1

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1-6 relations and functions

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Properties

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1-2 properties for day 1, and the input/output story problems.

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Closed set and open

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I don't remember much about closed vs. open sets

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section 1-7

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1-7 input and output

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Don't remember that much about it