3. Draw a graph of y= f(x) that matches the following characteristics. Increasing on: -8

Algebra and Trigonometry (6th Edition)
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Author:Robert F. Blitzer
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ChapterP: Prerequisites: Fundamental Concepts Of Algebra
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Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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**Graph Characteristics and Instructions**

3. Draw a graph of \( y = f(x) \) that matches the following characteristics:

- **Increasing Intervals**: 
  - From \( -8 < x < -4 \)
  - From \( -1 < x < 5 \)

- **Decreasing Interval**:
  - From \( -4 < x < -1 \)

- **Function Values**:
  - \( f(-8) = -5 \)

- **Zeroes of the Function**: 
  - At \( x = -6, -2, 3 \)

- **Extrema**:
  - Absolute maximum of 7
  - Absolute minimum of -5

**Graph Description**:

The graph should be plotted on a Cartesian plane, with the x-axis labeled as \( x \) and the y-axis labeled as \( y \). Ensure that the function reflects the specified intervals of increase and decrease, passing through the zeroes and achieving the indicated maximum and minimum values.
Transcribed Image Text:**Graph Characteristics and Instructions** 3. Draw a graph of \( y = f(x) \) that matches the following characteristics: - **Increasing Intervals**: - From \( -8 < x < -4 \) - From \( -1 < x < 5 \) - **Decreasing Interval**: - From \( -4 < x < -1 \) - **Function Values**: - \( f(-8) = -5 \) - **Zeroes of the Function**: - At \( x = -6, -2, 3 \) - **Extrema**: - Absolute maximum of 7 - Absolute minimum of -5 **Graph Description**: The graph should be plotted on a Cartesian plane, with the x-axis labeled as \( x \) and the y-axis labeled as \( y \). Ensure that the function reflects the specified intervals of increase and decrease, passing through the zeroes and achieving the indicated maximum and minimum values.
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