1.

Let a function , f:(-1,3) to R be defined as f(x) =min {x[x], |x[x]-2|+2} , where [x] denotes the greatest integer le x. Then f is :

Answer»

neither CONTINUOUS nor differentiable at EXACTLY 3 points.
not continuous at only one point and not differentiable at three points.
neither continuous nor differentiable at exactly TWO points.
not continuous at two points and not differentiable at three points.

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