1.

Find the number of critical points are the following functions in their respective intervals provided. (i) min(x, cosx),x epsilon[-pi, pi] (ii) min ({x}, {-x}), x epsilon[-3, 3], where {.} denotes the fractional part.

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Answer :(i) The NUMBER of CRITICAL POINTS are to be one, between `(0, pi/2)`.
(II) As 3 and -3 are not critical points.


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