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Geometry: High School15 chapters | 160 lessons

What is the slope in this equation?

y - 6 = -4(x + 7)

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Now that you've learned about what the slope pertains to on a line, this quiz will have you recognize what the slope is in certain equations and lines.

This quiz tests your knowledge of the slope of a line in the following ways:

- Recognize the slope in a point-slope form equation
- Determine the slope in a slope-interception form equation
- Calculate the slope of a line parallel to a given line
- Solve the slope of a line perpendicular to a given line
- Recognize what represents the slope in the slope-interception form

**Reading comprehension**- draw from relevant information in the lesson on the slope of a line**Problem solving**- use this information to find the slope in an equation**Knowledge application**- use the information learned about slopes to successfully answer questions about the slope on a line

In the lesson Calculating the Slope of a Line: Point-Slope Form, Slope-Intercept Form & More, the following objectives are covered:

- Define the slope of a line
- Understand slope-interception form equations
- See how to find the slopes of parallel and perpendicular lines

You are viewing lesson
Lesson
5 in chapter 12 of the course:

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Geometry: High School15 chapters | 160 lessons

- What Are the Different Parts of a Graph? 6:21
- The Cartesian Coordinate System: Plotting Points & Graphing Lines 9:51
- How to Use The Midpoint Formula 3:33
- How to Use The Distance Formula 5:27
- Calculating the Slope of a Line: Point-Slope Form, Slope-Intercept Form & More 6:19
- Go to High School Geometry: Analytical Geometry

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