Найти f'(x), если f(x)= \(\sqrt[6]x\) f'(x)= \(\frac{1}{6\sqrt[6]x^5}\) f'(x)= \(-\frac{1}{6\sqrt[5]x^6}\) f'(x)= \(-\frac{1}{6\sqrt[6]x^5}\) f'(x)= \(\frac{1}{6\sqrt[5]x}\)
Задание

Найти f'\(x\), если f\(x\)= \(\sqrt[6]x\)

  • f'\(x\)= \(\frac{1}{6\sqrt[6]x^5}\)
  • f'\(x\)= \(-\frac{1}{6\sqrt[5]x^6}\)
  • f'\(x\)= \(-\frac{1}{6\sqrt[6]x^5}\)
  • f'\(x\)= \(\frac{1}{6\sqrt[5]x}\)