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If f(x) = int1^(x^3) \ dt/(1+t^4), then ...

If `f(x) = int_1^(x^3) \ dt/(1+t^4)`, then `f^(primeprime)(x)` is equal to (i) `(6x ((1-5x^2)^12))/(1+x^12)^2` (ii)`(6x ((1+5x^2)^12))/(1+x^12)^2` (iii) `-(6x ((1-5x^2)^12))/(1+x^12)^2` (iv) none of these

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