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What is Bracketing Methods in Numerical Analysis about?

The bisection method uses bracketing to iteratively narrow the range containing a root of an equation. It works by repeatedly bisecting the interval and choosing the subinterval where the sign of the function changes. The method guarantees convergence to the root as the interval width halves each iteration. Example code is provided to find the root of a polynomial equation using bisection until the approximate error falls below 0.5%.

Author

Queen

Language

EN