Secant Method Made Simple 🔁 Fast Root Finding for Non-Linear Equations! #numericalmethods #math

Need to solve non-linear equations without derivatives?
This video explains the Secant Method, a fast and efficient numerical technique used to approximate the root of a non-linear algebraic equation.

📘 In this video, you'll learn:

✅ What is the Secant Method and how it works
✅ Difference between Secant and Newton-Raphson methods
✅ Step-by-step numerical example using real values
✅ Advantages and limitations of the method
✅ When to use Secant Method in engineering and science
✅ Graphical explanation and convergence behavior

The Secant Method is a widely used technique when:

Derivatives are hard or expensive to compute

Faster convergence is needed than the Bisection or Regula Falsi methods

You are working with real-world engineering systems where iterative root finding is common

🎯 Perfect for students and professionals preparing for:

GATE (Chemical, Mechanical, Civil)

JEE Advanced

WB JELET

BTech, Diploma & Numerical Methods courses

Class 12 students interested in applied math and physics

Whether you're solving equations in chemical engineering, computational physics, or just exploring numerical methods, this tutorial will give you full clarity.

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