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representing Linear functions
Today’s Lesson: What: representing Linear functions Why: so I can make connections among the four ways to represent a function. How: by taking accurate notes, participating in ALL practice activities, and completing my homework. Input Output
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How are all 4 representations related?
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Do you remember the 4 ways to represent a function??:
1 As an ____________ y = 2x + 3 Equation “y is equal to ” 2 With words two times a number plus three. x y 1 2 3 3 As a __________ 3 Table Now, plot the points! 5 7 9 4 As a graph
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“y is equal to the product of two and a number,
let’s tie it all together . . . From an equation . . . Equation Words 1) y = 2x -1 Table Graph “y is equal to the product of two and a number, minus one.” m = 𝟐 𝟏 b = -1 x y -1 1 1 2 3 3 5
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“y is equal to three more than a number.”
From words . . . Equation Words 2) “y is equal to three more than a number.” Table Graph y = x + 3 You could use y= mx + b to graph OR you could create the table by choosing inputs and plugging in . . . x y 3 1 4 2 Now, plot the points! 5 3 6
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“y is equal to negative 2 times a number,
From a table . . . Equation Words 3) Table Graph y = -2x + 6 “y is equal to negative 2 times a number, plus six.” Magic Number . . . x y 6 1 4 2 3
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more than negative 2 times a number.”
From a graph . . . Equation Words 4) Table Graph y = -2x + 4 “y is equal to four more than negative 2 times a number.” m = −𝟐 𝟏 b = 4 x y 4 1 2 2 3 -2
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Wrap-it-up/summary: 1) How are all 4 representations related?
All 4 representations are related because they represent different ways to express the SAME relationship. They all represent the SAME function!
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Finish worksheet (front and back).
homework Finish worksheet (front and back).
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END OF LESSON
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