
Numerical Root Finding Methods in Python and MATLAB
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Numerical Root Finding Methods in Python and MATLAB
Learn to implement and use Numerical Root Finding methods in Python and MATLAB with this free online course.
Confident you have the skills to certify without completing the course content?
- Enrolled
Positive Ratings
- Avg. Duration1.5-3 Hours (Contains Video)
- Available Languages (1)
English
This course is
CPD-Accredited
Learning Outcomes
In this free course, you will learn how to:
- Explain the fundamental concepts of numerical root finding, starting with the Bisection Method
- Apply the Bisection Method to approximate solutions for various equations
- Evaluate the Bisection Method in MATLAB for precise root determination
- Apply Python for practical implementation of the Secant Method in root finding
- Calculate the Secant Method using MATLAB, enhancing your computational skills
- Recognize the theoretical framework of the Newton's Method for root approximation
- Generate Python code to apply Newton's Method for solving complex equations
- Apply Newton's Method to MATLAB, broadening your numerical problem-solving capabilities
- Evaluate and discuss the convergence behavior and efficiency of these numerical techniques in both Python and MATLAB
- Generate Python scripts to implement the Bisection Method effectively
- Analyze the principles and procedures underlying the Secant Method
- Compare and contrast the Bisection and Secant Methods, understanding their advantages and limitations
Course Overview
About This Course
Course Description
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