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NUMERICAL METHODS: Roots of nonlinear equations ( Bisection method & Newton Raphson method)
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Video Contents:
Intro of roots of nonlinear equations methods (0:01)
Intermediate value theorem (2:14)
Bisection method (8:06)
Newton-Raphson method (22:05)
If you feel that I explain too slow, you can speed up the video.
Best of luck everyone :)
For more understanding and in-depth learning on this topic, you can refer to this excellent book by Anton et al. (2019).
Lecture note and exercises
Intro of roots of nonlinear equations methods (0:01)
Intermediate value theorem (2:14)
Bisection method (8:06)
Newton-Raphson method (22:05)
If you feel that I explain too slow, you can speed up the video.
Best of luck everyone :)
For more understanding and in-depth learning on this topic, you can refer to this excellent book by Anton et al. (2019).
Lecture note and exercises
Non-Linear Numerical Methods Introduction | Numerical Methods
Bisection method | solution of non linear algebraic equation
NUMERICAL METHODS: Roots of nonlinear equations ( Bisection method & Newton Raphson method)
Bisection Method | Lecture 13 | Numerical Methods for Engineers
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Lecture 7: Roots of nonlinear equations - Part 1
Numerical Methods: Bisection Method to Find the Roots of a Non-Linear Equation | A Simple Example
Systems of Nonlinear Equations | Lecture 33 | Numerical Methods for Engineers
Prof Sarwidi - MNI-02 - Numerical Methods: Roots of Non-Linear Eqs., 1 variable. Bisection Technique
Numerical Methods: Secant Method to Find the Roots of a Non-Linear Equation | A Simple Example
Newton's Method | Lecture 14 | Numerical Methods for Engineers
Bisection Method Example | Numerical Methods
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ROOTS OF NONLINEAR EQUATIONS: INCREMENTAL SEARCH METHOD
Newton's method for solving nonlinear systems of Algebraic equations
5. Roots of Nonlinear Equations | Numerical Method Full Playlist
ROOTS OF NONLINEAR EQUATIONS: BISECTION METHOD
3.1 Roots of Nonlinear Equations (Introduction)
Nonlinear System by NewtonRaphson - Example
Newton's Method
ROOTS OF NONLINEAR EQUATIONS: THE NEWTON RAPHSON METHOD
Secant Method | Lecture 15 | Numerical Methods for Engineers
Lec 2: Roots of Non-linear equations, Bisection method
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