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Solving Equations Graphical Transformations Piecewise Functions Polynomial Functions 100 200 300 400.

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Presentation on theme: "Solving Equations Graphical Transformations Piecewise Functions Polynomial Functions 100 200 300 400."— Presentation transcript:

1 Solving Equations Graphical Transformations Piecewise Functions Polynomial Functions 100 200 300 400

2 Directions: Find ALL solution(s) to the equation. Solving Equation 100

3 Directions: Find ALL solution(s) to the equation in simplest radical form. Solving Equation 200

4 Directions: For each system of equations shown below, determine the number of solutions the system has. The graph of is represented on the coordinate plane provided on your paper. Circle the correct amount of solutions the system has. No SolutionOne SolutionTwo Solutions 1. No SolutionOne SolutionTwo Solutions 2. No SolutionOne SolutionTwo Solutions 3. Solving Equation 300

5 Directions: Find ALL solution(s) to the equation. Solving Equation 400

6 Directions: The graph below represents the function. Use the parent function, f(x), to help find your new function in vertex form. f(x+4)-7 = ____________ Graphical Transformations 100

7 Directions: The graph below represents the function. Use the parent function, f(x), to help find your new function in vertex form. f(-x)= ____________ Graphical Transformations 200

8 Directions: The graph below represents the function. Use the parent function, f(x), to help find your new function in vertex form. -f(x)= ____________ Graphical Transformations 300

9 Directions: The graph below represents the function. Use the parent function, f(x), to help find your new function in vertex form. 4f(x)= ____________ Graphical Transformations 400

10 Directions: The graph below represents the function g(x). What is the absolute maximum and minimum of g(x)? Maximum ________ Minimum ________ Piecewise Functions 100

11 Directions: The graph below represents the function g(x). What are the value(s) of x when g(x)= -1? x = ______________ Piecewise Functions 200

12 Directions: The graph below represents the function g(x). Which of the following statements are FALSE? Circle ALL that apply. (a) g(-2) is less than g(3) (b) g(x) is only decreasing on the interval (c) The range of g(x) is (d) g(1) = -1 and g(4) = 2 are NOT solutions to this function. (e) g(x) is only increasing on the interval Piecewise Functions 300

13 Directions: The graph below represents the function g(x). What is the domain and range of g(x)? Domain ________ Range ________ Piecewise Functions 400

14 Directions: Find the end behavior of the following function: Piecewise Functions 300

15 Which of the following is the function of the graph shown? (a) (b) (c) (d) (e) Piecewise Functions 200

16 Which of the following is the function of the graph shown? (a) (b) (c) (d) (e) Polynomial Functions 100

17 Directions: Find all of the following for the function (a)The degree _______________ (b)The x-intercept(s) that cross the x-axis _______________ (c) The x-intercept(s) that touch the x-axis _______________ (d) The y-intercept _______________ (e) The end behavior of the function is _______________ Piecewise Functions 400


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