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6.2 Notes

Subject: 
Algebra [1]
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Tags: 
geometry [2]
Elementary geometry [3]
Quadrilaterals [4]
Analytic geometry [5]
Orientation [6]
Perpendicular [7]
Slope [8]
line [9]
Trapezoid [10]
Parallelogram [11]
Rectangle [12]
Parallel [13]

Unit 6 ? Linear Functions ? Slopes of Parallel & Perpendicular Lines Example 1 Plot points A(-4, 0) and B(-2, 4) and connect them. Plot points C(0, -2) and D(3, 4) and connect them. a) Calculate the slope of each line segment. b) What do you notice about the lines on the graph? Example 2 Plot points A(1, 4) and B(-2, 3) and connect them. Plot points C(-2, 5) and D(0, -1) and connect them. a) Calculate the slope of each line segment. b) What do you notice about the lines on the graph? Parallel lines have ________________ slope. Perpendicular lines have slopes that are the ______________________ of each other. When you multiply the slopes of perpendicular lines together, the product will be ______.

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[1] https://course-notes.org/subject/algebra [2] https://course-notes.org/tag_your_content/geometry [3] https://course-notes.org/taxonomy/term/1048815 [4] https://course-notes.org/taxonomy/term/1049742 [5] https://course-notes.org/taxonomy/term/1050865 [6] https://course-notes.org/taxonomy/term/1052838 [7] https://course-notes.org/taxonomy/term/1052839 [8] https://course-notes.org/tag_your_content/slope [9] https://course-notes.org/taxonomy/term/1003713 [10] https://course-notes.org/taxonomy/term/1052840 [11] https://course-notes.org/taxonomy/term/1052841 [12] https://course-notes.org/taxonomy/term/1049744 [13] https://course-notes.org/tag_your_content/parallel