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5. Let P = {P1 ...Pi} be a set of n points in the plane, where pi = (1, Yi). Let l: y = ax

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5. Let P = {P1 ...Pi} be a set of n points in the plane, where pi = (1, Yi). Let l: y = ax +b be a non-vertical line. The vertical distance between 1 and p; is given by d(pi,l) = |ar; +b-yil. Suggest an algorithm that finds in O(n) expected time a line (* that minimizes the maximum vertical distance from I to any Pi. That is ( = arg min max d.) PEP Hint. You might need to use LP3D. all lines &

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