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Ex 6.5,2 - Chapter 6 Class 12 Application of Derivatives - Part 7

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Ex 6.5, 2 Find the maximum and minimum values, if any, of the following functions given by (v) β„Ž(π‘₯)=π‘₯ + 1 , π‘₯ ∈ (βˆ’1 , 1) Drawing graph of f(π‘₯)=π‘₯+1 β„Ž(π‘₯) have Maximum value of point closest to x = 1 & Minimum value of point closest to x = –1 but its not possible to locate such points Thus the given function has neither the maximum value nor minimum value

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