Question

Where the Taylor's series method of solving differential equation is powerful?
( plz fast I'm writing sem exam)​

Answer 1

Answer:

Taylor series is an important concept for learning numerical methods – not only for understanding how trigonometric and transcendental functions are calculated by a computer, but also for error analysis in numerical methods.

Answer 2

Answer:

Runge-Kutta method is better since higher order derivatives of y are not required. Taylor series method involves use of higher order derivatives which may be difficult in case of complicated algebraic equations.