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Find the solutions. Find the Vertex and Max (-1, 0) (5, 0) (2, 10)

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**All reals All reals (-2, 0) (1, 0) (0, -4) Find the following**

3. Domain: 4. Range: 5. Zeros: 6. y-intercepts: All reals All reals (-2, 0) (1, 0) (0, -4)

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Find the following: 7. Domain and Range: 8. Zeros and y intercept: 9. Min

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**Domain and Range: Graph**

Look horizontally: What x-values are contained in the graph? That’s your domain! Look vertically: What y-values are contained in the graph? That’s your range!

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**Domain and Range: Graph**

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**Domain and Range: Graph**

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**Domain and Range: Graph**

(-4,-3)

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Maximum and Minimum Maximum value: the highest y value seen in the data or on the graph. Minimum value: the lowest y value seen in the data or on the graph.

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Max and Min: Graph

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Zeros: Graph

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Max and Min: Graph

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**Increasing and Decreasing: Graph**

To find where the graph is increasing and decreasing trace the graph with your finger from left to right. Specify x-values! If your finger is going up, the graph is increasing. If your finger is going down, the graph is decreasing.

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**Increasing and Decreasing**

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**Increasing and Decreasing**

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**Increasing and Decreasing**

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End Behavior: Graph The value a function, f(x), approaches when x is extremely large (∞) or when x is extremely small (-∞).

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End Behavior -∞ ∞

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End Behavior

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Average Rate of Change The average range of change between any two points (x1,f(x1)) and (x2,f(x2)) is the SLOPE of the line through the 2 points.

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Example 1 Find the average rate of change of f(x) = x3 – 3x when x1= -2 and x2 = 0.

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Topic 1: Given an equation, determine the type of function represented. Topic 2: Given an equation, describe the function’s rate of change. Topic 3: Given.

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