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The first three steps are identical to those in Note 96 Example 2.
Show that the surface of a convex pentagon can be decomposed into two quadrilateral surfaces. Figures are not drawn to scale. Nucorin2005 PC 2-15 Case 2-3. Perform the test of Note 96 Example 2 using the p-value approach. What is the minimum number of quadrilateral surfaces in which a convex polygon with 9 10 11 vertices can be decomposed. Most likely you have heard the expression A picture is worth a thousand words In the following problem the drawings will help you to think through the solution.
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| Content: Learning Guide |
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| Content: Answer |
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| Content: Learning Guide |
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| Publication Date: October 2019 |
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Chapter 6 Review Of Work Sheet
| Topic: Chapter 6 Review Of Work Sheet 6 6 Challenge Problem P 174 Answers |
| Content: Answer |
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| Content: Analysis |
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