Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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![**Assignment Title**: 3.2 - The Slope of A Line
**Due Date**: Sep 6 by 11:59pm
**Points**: 100
**Submitting**: an external tool
**Instructions**:
Use the graph to determine which of the ordered pairs is a solution to the equation.
**Select all that apply**:
- [ ] (1, 3)
- [ ] (0, 1)
- [ ] (3, -1)
- [ ] (2, 0)
- [ ] (2, -2)
*Note*: The image does not display a graph, so it's assumed that a graph accompanies this question elsewhere in the course materials or platform interface.
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Transcribed Image Text:**Assignment Title**: 3.2 - The Slope of A Line
**Due Date**: Sep 6 by 11:59pm
**Points**: 100
**Submitting**: an external tool
**Instructions**:
Use the graph to determine which of the ordered pairs is a solution to the equation.
**Select all that apply**:
- [ ] (1, 3)
- [ ] (0, 1)
- [ ] (3, -1)
- [ ] (2, 0)
- [ ] (2, -2)
*Note*: The image does not display a graph, so it's assumed that a graph accompanies this question elsewhere in the course materials or platform interface.
**Navigation**:
- Previous
- Next

Transcribed Image Text:**The Slope of a Line**
**Due:** Sep 6 by 11:59pm
**Points:** 100
**Submitting:** an external tool
The graph of \( y = -3x + 6 \) is shown below.
**Graph Description:**
- The graph displays a straight line on a Cartesian coordinate plane.
- The line has a negative slope, indicating it descends from left to right.
- The y-intercept of the line is at \( (0, 6) \).
- The line crosses the x-axis at approximately \( (2, 0) \).
- Grid lines are visible, providing a clear view of the axis increments, with both axes ranging roughly from -8 to 8.
- The horizontal axis is labeled \( x \) and the vertical axis \( y \).
This graph illustrates how the linear equation \( y = -3x + 6 \) is represented visually, highlighting the intercepts and the slope of the line.
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