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  • y!=!$4x!–!7! !! ! 2x!$!3y!=!6! ! - Dearborn Public Schoolsiblog.dearbornschools.org/gilliesmath/wp-content/uploads/...!!!!!y!=!$4x!–!7! !! ! 2x!$!3y!=!6! !!!!!y!=!3x 2!–!4x!+!7!!!!!y!=!sin!(x!–!3)!+!5!!!
14
y = $4x – 7 2x $ 3y = 6 y = 3x 2 – 4x + 7 y = sin (x – 3) + 5 Function Notation

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Page 1: y!=!$4x!–!7! !! ! 2x!$!3y!=!6! ! - Dearborn Public Schoolsiblog.dearbornschools.org/gilliesmath/wp-content/uploads/...!!!!!y!=!$4x!–!7! !! ! 2x!$!3y!=!6! !!!!!y!=!3x 2!–!4x!+!7!!!!!y!=!sin!(x!–!3)!+!5!!!

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Page 2: y!=!$4x!–!7! !! ! 2x!$!3y!=!6! ! - Dearborn Public Schoolsiblog.dearbornschools.org/gilliesmath/wp-content/uploads/...!!!!!y!=!$4x!–!7! !! ! 2x!$!3y!=!6! !!!!!y!=!3x 2!–!4x!+!7!!!!!y!=!sin!(x!–!3)!+!5!!!

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Page 3: y!=!$4x!–!7! !! ! 2x!$!3y!=!6! ! - Dearborn Public Schoolsiblog.dearbornschools.org/gilliesmath/wp-content/uploads/...!!!!!y!=!$4x!–!7! !! ! 2x!$!3y!=!6! !!!!!y!=!3x 2!–!4x!+!7!!!!!y!=!sin!(x!–!3)!+!5!!!

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Page 4: y!=!$4x!–!7! !! ! 2x!$!3y!=!6! ! - Dearborn Public Schoolsiblog.dearbornschools.org/gilliesmath/wp-content/uploads/...!!!!!y!=!$4x!–!7! !! ! 2x!$!3y!=!6! !!!!!y!=!3x 2!–!4x!+!7!!!!!y!=!sin!(x!–!3)!+!5!!!

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Page 5: y!=!$4x!–!7! !! ! 2x!$!3y!=!6! ! - Dearborn Public Schoolsiblog.dearbornschools.org/gilliesmath/wp-content/uploads/...!!!!!y!=!$4x!–!7! !! ! 2x!$!3y!=!6! !!!!!y!=!3x 2!–!4x!+!7!!!!!y!=!sin!(x!–!3)!+!5!!!

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Page 6: y!=!$4x!–!7! !! ! 2x!$!3y!=!6! ! - Dearborn Public Schoolsiblog.dearbornschools.org/gilliesmath/wp-content/uploads/...!!!!!y!=!$4x!–!7! !! ! 2x!$!3y!=!6! !!!!!y!=!3x 2!–!4x!+!7!!!!!y!=!sin!(x!–!3)!+!5!!!

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Page 7: y!=!$4x!–!7! !! ! 2x!$!3y!=!6! ! - Dearborn Public Schoolsiblog.dearbornschools.org/gilliesmath/wp-content/uploads/...!!!!!y!=!$4x!–!7! !! ! 2x!$!3y!=!6! !!!!!y!=!3x 2!–!4x!+!7!!!!!y!=!sin!(x!–!3)!+!5!!!

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Page 8: y!=!$4x!–!7! !! ! 2x!$!3y!=!6! ! - Dearborn Public Schoolsiblog.dearbornschools.org/gilliesmath/wp-content/uploads/...!!!!!y!=!$4x!–!7! !! ! 2x!$!3y!=!6! !!!!!y!=!3x 2!–!4x!+!7!!!!!y!=!sin!(x!–!3)!+!5!!!

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Page 9: y!=!$4x!–!7! !! ! 2x!$!3y!=!6! ! - Dearborn Public Schoolsiblog.dearbornschools.org/gilliesmath/wp-content/uploads/...!!!!!y!=!$4x!–!7! !! ! 2x!$!3y!=!6! !!!!!y!=!3x 2!–!4x!+!7!!!!!y!=!sin!(x!–!3)!+!5!!!

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Page 10: y!=!$4x!–!7! !! ! 2x!$!3y!=!6! ! - Dearborn Public Schoolsiblog.dearbornschools.org/gilliesmath/wp-content/uploads/...!!!!!y!=!$4x!–!7! !! ! 2x!$!3y!=!6! !!!!!y!=!3x 2!–!4x!+!7!!!!!y!=!sin!(x!–!3)!+!5!!!

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Page 11: y!=!$4x!–!7! !! ! 2x!$!3y!=!6! ! - Dearborn Public Schoolsiblog.dearbornschools.org/gilliesmath/wp-content/uploads/...!!!!!y!=!$4x!–!7! !! ! 2x!$!3y!=!6! !!!!!y!=!3x 2!–!4x!+!7!!!!!y!=!sin!(x!–!3)!+!5!!!

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Page 12: y!=!$4x!–!7! !! ! 2x!$!3y!=!6! ! - Dearborn Public Schoolsiblog.dearbornschools.org/gilliesmath/wp-content/uploads/...!!!!!y!=!$4x!–!7! !! ! 2x!$!3y!=!6! !!!!!y!=!3x 2!–!4x!+!7!!!!!y!=!sin!(x!–!3)!+!5!!!

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Page 13: y!=!$4x!–!7! !! ! 2x!$!3y!=!6! ! - Dearborn Public Schoolsiblog.dearbornschools.org/gilliesmath/wp-content/uploads/...!!!!!y!=!$4x!–!7! !! ! 2x!$!3y!=!6! !!!!!y!=!3x 2!–!4x!+!7!!!!!y!=!sin!(x!–!3)!+!5!!!

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Page 14: y!=!$4x!–!7! !! ! 2x!$!3y!=!6! ! - Dearborn Public Schoolsiblog.dearbornschools.org/gilliesmath/wp-content/uploads/...!!!!!y!=!$4x!–!7! !! ! 2x!$!3y!=!6! !!!!!y!=!3x 2!–!4x!+!7!!!!!y!=!sin!(x!–!3)!+!5!!!

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