What is the shortest distance between the graph
y=|x-1| + |x+1| and point (1/2,1)?
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(12 , 1) from the curve y = |x - 1| + |x + 1|. When x = 1 then (1 , 2) is the point and when x = -1, then (-1 , 2) will be the point. From the graph obtained we can see that the shortest distance of the point (12 , 1) from the curve will be the perpendicular distance and is equal to 1.
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