Tutorial2024Proposed solution included

CEF 352 Tools and Numerical method for engineering Tutorial 2024

About this paper

CEF 352: 12-question tutorial on root-finding methods: Bisection, Newton-Raphson, and Secant methods, covering convergence-rate comparison, bracketing conditions, iteration-count estimation, worked numerical examples (cubic polynomial, exponential, trigonometric, diode-circuit, and spring-mass equations), and a Python program implementing the Secant method.

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University of Buea

Faculty of Engineering and Technology - FET

CEF3522024

Tools and Numerical method for engineering

Tutorial · Second Semester · Level 300

From this paper

  1. Why does the Bisection method require f (a) · f (b) < 0? What happens if this condition is violated?

  2. Compare the convergence rates of Bisection, Newton-Raphson, and Secant methods.

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At a glance

Course code
CEF352 (CEF 352)
Type
Tutorial
Year
2024
Level
Level 300
Semester
Second Semester
Proposed solution
Included

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