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Calculating and Interpreting Line Slopes | Point, Equation, and Graph Methods | Math Chapter 2 Section 3

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Learn how to calculate and interpret the slope of a line using rise and run, as well as various methods: given a point and slope, given two points, and using intercepts. Understand different forms of line equations. Explore parallel lines and more.

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Calculating and Interpreting Line Slopes | Point, Equation, and Graph Methods | Math Chapter 2 Section 3

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Presentation Transcript

  1. Chapter 2 Section 3

  2. Calculate and Interpret the Slope of a Line

  3. Rise and Run of a Line

  4. Definition

  5. Slopes

  6. Figure

  7. Example

  8. Figure

  9. Figure

  10. Figure

  11. Graph Lines Given a Point and the Slope

  12. Example

  13. Solution

  14. Solution continued Figure 32

  15. Solution continued Figure 33

  16. Find the Equation of a Vertical Line

  17. Example

  18. Solution Figure 34

  19. Theorem

  20. Use the Point-Slope Form of a Line; Identify Horizontal Lines

  21. Figure

  22. Theorem

  23. Example

  24. Solution continued Figure 36

  25. Example

  26. Solution

  27. Solution continued Figure 37

  28. Theorem

  29. Find the Equation of a Line Given Two Points

  30. Example

  31. Solution

  32. Solution continued Figure 38

  33. Write the Equation of a Line in Slope-Intercept Form

  34. Theorem

  35. Seeing the Concept

  36. Seeing the Concept

  37. Identify the Slope and y-Intercept of a Line from Its Equation

  38. Example

  39. Solution

  40. Solution continued

  41. Graph Lines Written in General Form Using Intercepts

  42. Definition

  43. Example

  44. Solution

  45. Solution continued Figure 42

  46. Find Equations of Parallel Lines

  47. Parallel Lines

  48. Theorem

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