Найти f'(x), если f(x)= \(5x\cdot(1-\frac{x}{5})\) f'(x)= \(5-2x\) f'(x)= \(5x-x^2\) f'(x)= \(-2x-5\) f'(x)= \(x^2-5\)
Задание

Найти f'\(x\), если f\(x\)= \(5x\cdot(1-\frac{x}{5})\)

  • f'\(x\)= \(5-2x\)
  • f'\(x\)= \(5x-x^2\)
  • f'\(x\)= \(-2x-5\)
  • f'\(x\)= \(x^2-5\)