Question

Advantages of iterative method in numerical analysis

Answer 1

Iterative methods are mainly used to solve large sparse systems of equations (i.e. where most entries are zero). A few drawbacks of direct methods, according to the book "A first course in numerical methods" (chapter 7, by Ascher and Greif), are: ... Sometimes we do not really need to solve the system exactly.


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Answer 2

Iterative method in numerical analysis

Step-by-step explanation:

Advantages of iterative method in numerical analysis

• round off errors are not given a chance to accumulate
• used to solve the large sparse values systems of the equations
• The roots of the equation are found immediately without using back substitution

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X³+x²=1 iteration method in numerical analysis​

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