LogIn as:
Home >> Math Homework Help >> Calculus Homework >> First Principles Differentiation
Differentiating a function from first principles or “ab initio” means differentiating the function using the definition of derivative, only without making use of any theorem on differentiation, or derivative of standard forms. Example: Differentiate tan^{-1} x from first principles. Solution: Let y = tan-1x x = tan y x + Δx = tan (y + Δy) Let Δx 0 so that Δy 0. Then Services: - First Principles Differentiation Homework | First Principles Differentiation Homework Help | First Principles Differentiation Homework Help Services | Live First Principles Differentiation Homework Help | First Principles Differentiation Homework Tutors | Online First Principles Differentiation Homework Help | First Principles Differentiation Tutors | Online First Principles Differentiation Tutors | First Principles Differentiation Homework Services | First Principles Differentiation