Determine f(x) for f'(x) = \(\rm 4x^3 - 2 {1\over \sqrt x} + e^{-4x}\), and f(0) = \(3\over4\)

1
x4 - 4\(\rm\sqrt x - {e^{-4x}\over4}\) + 1
2
x4 - 4\(\rm\sqrt x + {e^{-4x}\over4}\) + 1
3
x4 - \(\rm\sqrt x - {e^{-4x}\over4}\) + 1
4
x4 - 4\(\rm\sqrt x +e^{-4x}\) + 1

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