Question

Question No. 2
The convergence of which of the following method is sensitive to starting value?​

Answer 1

Answer:

the convergence of Newton-Raphson method is sensitive to starting value.

Answer 2

Answer:

      The convergence of the sensitive method to starting value is  $x(1)=x(0)+\frac{f(x(0))}{f'x(x(0)))}$.

Step-by-step explanation:

• In the Newton Raphson method, the approximation value is found out by $x(1)=x(0)+\frac{f(x(0))}{f'x(x(0)))}$.
• Hence it depends on the initial value is $x_{0}$.
• The convergence of the Newton-Raphson method is sensitive to starting value.