Unit 2 linear functions homework 1 relations and functions answers

          UNIT 2: Linear Functions          2.1: Function Notation          2.2: Functions vs Relations          2.3: Slope and Rate of Change          2.4: Graphing Lines          2.5: Writing the Equations of Lines          Unit 2 Review          Unit 2 Algebra Skillz Review Video

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Unit 2 linear functions homework 1 relations and functions answers

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Name: Date: Period: Algebra 1 Unit 2 Homework Packet Functions and Relations 2.1 Multiple Representations of Relations Directions: Fill in the missing components of the chart below: Ordered Pairs...

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1HomeworkFunctionsHomework #1: Relation and Function; Operations and Functional NotationHomework #2:Domain and Range of FunctionsHomework #3: Domain and Ranges; into, onto, many-1, one to oneHomework #4: Roots, Behavior of FunctionsHomework #5:Odd and Even FunctionsHomework #6:TransformationsHomework #7:Solving a System of 2-Variable Linear EquationsHomework #8:Solving a System of 3-Variable Linear EquationsHomework #9:Modeling Using Linear Functions

2Homework #1: Relation and Function; Domain and Range of Functions1.What are some of the ways we can use to describe relations and functions?2.Translate the following verbal statement into a mathematical sentence.is the sum ofand the square root ofwhenis greater than or equal to zero, oris equal to thecubed root ofwhenis less than zero”.3.Write a real life example in which a relation is a function.4. Leta) Describe in words the meaning ofb) Evaluatec) Write an expression ford) If, what is.yxxxyxx( )2152xfx-=+( )1f( )1f()fxh+( )()()fg xfxh=+( )g x

35. Given:and, express each of the following in terms ofxin simplestform.a)b)c)d)6. Challenge:Given:anda) Expressandin terms ofxin simplest form.b) What conclusion can you make about the relationship betweenand?Summary: If, thenandare inverse of each other, and the converse is alsotrue.7.What other operations are inverses of each other?( )( )( )h xg xfx=-( )( )( )h xg xfx=!()()()fxh xgx=()( )fgx=!( )()33fxx=-()33g xx=+( )()fg x( )()gfx( )fx( )g x( )()( )()fg xgfxx==( )fx( )g x( )25fxxx=-( )21025g xxx=-+

4Homework #2:Domain and Range of FunctionsFind the domain, range, and sketch each of the following functions1.2.3.()2213yx=--+214yx=-+-()()5321yxx=-+

54.5.The functionhas the domain of, find the corresponding range of the function.6.State the domain and range of the image ofunder the composition of transformations.35yx=-+()241fxx=+[]1,51yx=-+2, 4xaxisTr---!

7Questions 8-11, state the Domain and Range of the given graph in set builder notation.

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6 000, 12, functional notation, Human Years, 1 052 000