Merits and demerits of bisection method
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Answered by
6
here this is ur answer
merits...
Always convergent.
Interval get halved with each iteration.
demerits.....
slow convergence.
there is some cases which does not have a root.
hope this will hlp u!!!!!!!!! !!¡¡¡¡¡¡
merits...
Always convergent.
Interval get halved with each iteration.
demerits.....
slow convergence.
there is some cases which does not have a root.
hope this will hlp u!!!!!!!!! !!¡¡¡¡¡¡
Answered by
8
Merits and demerits of bisection method .
Step-by-step explanation:
- The bisection method is the method that is used to find the square root of a value.
- It can be used to find any continuous function which shows opposite signs.
- It is also called the interval halving method.
- There are some merits and demerits of this method.
- Merits:
- 1. It always gives perfect roots for every interacting value.
- 2. It always shows convergence.
- Demerits:
- 1. Not all the values need or have the square root value.
- 2. The bisection method is slower than newton's method.
Learn more about bisection method.
What are the applications of bisection method?
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