the critical number of the function f(x)=x^2-x-log x is
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Solution:
Given
Now for maximum and minimum f ' (x) = 0
either , or or
But we have to search the minima and maxima in the interval [1, e]
Now at
is min. when
Therefore min. value
Now at
this is also + ve
But this is not possible that function has two min. values for two diff. values of x.
Thus, the function f(x) has no point of maximum and minimum in the interval [1, e].
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