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## materi dimensi tiga sma kelas x matematika

Ch. 20: Distribution of Points on the Line, A. You can distribute the points onto lines, lines into planes, planes into quadrants, and quadrants into rectangles. To do this, you need a way of finding the distance between two points. Two methods of finding the distance are given in this chapter. 1. Identify the coordinates of the points. 2. Measure the length of the distance. These are examples of how to calculate the distance between points. You may need to change the units used. 4. Rectangles can be defined in three different ways. You can 1) draw a rectangle from the midpoints of two sides, or 2) find the midpoint of one side of the rectangle and the distance from it to the side opposite it, or 3) find the distance between the two corners of a square and draw a rectangle from that. (When finding the distance between the corners of a square and drawing a rectangle, you may need to change the units.) 7 You can find the distance between points using the Pythagorean theorem, but you can also find this distance by using an indirect measurement. 8. Use your calculator to find the distance between any two points. 9. If you need to find the distance between any two points, use this equation: 4) . If you need to find the distance between any two points, use this equation: Example 6.4: . 1) 10. You can find the distance between any two points using these three methods: 4) 1) 11. See Section 5 for an example of how to find the area of a rectangle. . see Chapter 2 for an example of how to find the area of a triangle. . see Section 4 for an example of how to find the area of a square. 15. 14. see Chapter 5 for an example of how to find the area of a triangle. . see Chapter 2 for an example of how to find the area of a triangle. . . see Chapter 5 for an example of how to find the area of a rectangle. . see Chapter 2 for an example of how to find the area of a triangle. . . 16

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