The maximum value of x+1/x is

The maximum value of f(x) , if f(x) + f ((1)/(x)) = (1)/(x) , x in domain of f

The maximum value of ((1)/(x))^(x) is

The maximum value of ((1)/(x))^(2x^(2))IS=

The maximum value of ((1)/(x))^(2x^(2)) is

The maximum value of x^((1)/(z)),x>0 is (a) e^((1)/(e))(b)((1)/(e))^(e)(c)1(d) none of these

Statement -1 The maximum value of f(x)=1/(3x^4+8x^3-18x^2+60) "is"1/(53) Statement -2 : The function g(x) = 1/(f(x)) attains its minimum value at x=1 and x=-3

The maximum value of sin x+1 is