Math, asked by aasthachaudhary2061, 3 months ago

Find the number of iteration to find the solution by bisection method of the equation x^3 -x-1=0 with accuracy 10^-4 on [1,2]​

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Answered by Shloksee
0

Answer:

Find the number of iteration to find the solution by bisection method of the equation x^3 -x-1=0 with accuracy 10^-4 on [1,2

Answered by manojchauhanma2
1

Answer:

Problem 1: Determine a formula which relates the number of iterations, n, required by the bisection method to converge to within an absolute error tolerance of ε, starting from the initial interval (a, b). |pn − p| ≤ b − a 2n . To get some intuition, plug in a = 0, b = 1, and ε = 0.1. Then, we would get n >= 3.3219.

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