Ajay Asked a Question
February 2, 2021 11:43 ampts 30 pts
I know that at x=e this function attains an extrema. But the limit of the function exists at x=0 or not? If yes then the answer should be d no? Please elaborate
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  • Alka gupta thankyou
    this function does not have minimum value at any point. Here I am attaching the solution the the qus plz check.
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  • Swapnajit das thankyou
    answer
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  • Swapnajit das
    f(x) =x^(1/x) , log f(x) = logx/x , y= logx/x , dy/dx = (1- logx)/x^2 , dy/ dx = 0, 1=log x , x=e ,
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  • Ajay
    Hello Hello hello is anybody in there?
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