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Week 3 Practical Problem. a+

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Week Three Practical Problem In this assignment, you examine a practical procedure used in computer-aided design and computational fluid dynamics. You will make some assessments regarding this procedure. The word triangulation has two definitions. The first, and most common, is the use of trigonometry to establish the position of an object relative to two or more fixed, known locations. This is common in navigation. The second definition is the decomposition of a polygon into triangles. This provides a convenient representation of a polygon that can be used in a variety of computational contexts, such as those mentioned above. For this assignment you will not be concerned about computer science; rather, you will study the variety of …show more content…

That is how I understand it anyway. I think the formula for this is; . D. What effect does relaxing the convexity restriction have on T(n)? See how T(n) changes for n = 4, 5, & 6. Do you see a pattern? It appears from all of the research I have done that relaxing the convexity restriction will make then concave polygons. That means they will have an interior angle of greater than 180*. The result of this is that drawing a diagonal line to make a triangle will have at least part of the line outside the shape. I do not really understand this question. The PP tip a four sided figure of which no T(n) is possible while staying inside the perimeter. So for that one, T(4)=0. I saw a T(5)=1 and a T(6)=2. The pattern appears to be that for each additional side, one more triangle is

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