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Warm Up 1. Given π π₯ =5π₯+2, find f(2a)
When finished, grab a functions sorting bag and sheet for you and your partner(s)! 1. 10a+2, 2. 26
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Check Homework
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2.2 Notes: Linear Relations and Functions
Agenda Warm Up/Functions Sorting Check Homework 2.2 Notes Exit Slip
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Algebra 1 Recall Relations that have straight line graphs are called _________________ _____________________. Relations that are not linear are called ______________________ ____________________. Without a graph, how can you tell? A linear equation: Has no operations other than __________________, ____________________, and ________________________. The variables may not be ______________________ together or appear in a _______________________. Any exponent must be ______.
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Examples Example 1: State whether g(x) = 2x β 5 is a linear function. Write yes or no. Explain. Example 2: State whether p(x) = x3 + 2 is a linear function. Write yes or no. Explain. Example 3: State whether t(x) = 4 + 7x is a linear function. Write yes or no. Explain.
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Your turn! 1. State whether h(x) = 3x β 2 is a linear function. Explain. A. yes; m = β2, b = 3 B. yes; m = 3, b = β2 C. No; x has an exponent other than 1. D. No; there is no slope. 2. State whether f(x) = x2 β 4 is a linear function. Explain. A. yes; m = 1, b = β4 B. yes; m = β4, b = 1 C. No; two variables are multiplied together. D. No; x has an exponent other than 1.
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Brain Break! Find three students in the room that you have not talked to, shake their hand and introduce yourself!
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Standard Form
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Example 4 Example 4: Write y = 3x β 9 in standard form. Identify A, B, and C.
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Steps for Intercepts
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Example 5 Example 5: Find the x-intercept and the y-intercept of the graph of β2x + y β 4 = 0. Then graph the equation.
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Your turn! 3. What are the x-intercept and the y-intercept of the graph of 3x β y + 6 = 0? A. x-intercept = β2 C. x-intercept = 2 y-intercept = 6 y-intercept = β6 B. x-intercept = 6 D. x-intercept = β6 y-intercept = β2 y-intercept = 2
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Exit Slip Write the function in standard form then identify the x and y intercepts. π π₯ = 1 5 π₯β1
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