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Transcribed Image Text:8.
Given the following set of points 'P' in a plane. Construct the smallest
polygon Q such that each and every point in 'P' is either on the boundary or
inside the polygon. Use the Graham's Scan algorithm to wrap the points
given below in counter clockwise direction to find the polygon.
(2,1)(3,3)(5,4) (-2,2)(-3,1)(-4,3)(-1,-2)(-3,-4) (2,-3)(4,-4)
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