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Toothpicks were arranged to form rows of squares and equilateral triangles. If one toothpick represents one unit, determine the perimeter if we arrange n polygons of the following types.
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For the triangle: For n = 1, P = 3 For n = 2, P = 4 For n = 3, P = 5 For n = 4, P = 6 For n = 5, P = 7 It looks like P(n) = n + 2 Now do the same for the other polygons.
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