If f(x)=1-3sqrt(e)x-ex^(3) then find lea...

If `f(x)=1-3sqrt(e)x-ex^(3)` then find least integral value of `x` satisfying the inequality `f((e^(1/x))/(x-2))ltf(((e^((1)/(10))))/(8)sgn(1+sgn(|e^(x)-1|)))`

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If `f(x)=1-3sqrt(e)x-ex^(3)` then find least integral value of `x` satisfying the inequality `f((e^(1/x))/(x-2))ltf(((e^((1)/(10))))/(8)sgn(1+sgn(|e^(x)-1|)))`

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