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Bisection Method: 3 Decimal Places Accuracy | VTU 1BMATS201

🔥 Bisection Method | Important VTU Numerical Methods Problem Solved Step-by-Step

In this video, we find the root of the equation

x³ − 4x − 9 = 0

using the Bisection Method correct to:

✅ Three decimal places

This is one of the most important Numerical Methods problems frequently asked in VTU and other Engineering Mathematics examinations. The complete Bisection Method procedure is explained step-by-step for easy understanding and exam preparation.

📘 Topics Covered:
✔ Bisection Method
✔ Root Finding Techniques
✔ Numerical Solution of Algebraic and Transcendental Equations
✔ Iterative Methods
✔ Numerical Methods
✔ Engineering Mathematics
✔ Step-by-Step Calculation
✔ VTU Important Problem

🎯 Useful For:
✅ VTU CBCS & 2025 Scheme Students
✅ 1BMATS201 – Numerical Methods
✅ 1BMATE201 – Calculus, Laplace Transforms and Numerical Techniques
✅ 1BMATM201 – Numerical Methods 2
✅ 1BMATC201 – Numerical Methods 2
✅ Internal Assessment Tests
✅ Semester End Examination (SEE)

📚 Subject-wise Module Details

📘 Subject Code: 1BMATS201
Module 5: Numerical Integration and Numerical Solution of Differential Equations

📘 Subject Code: 1BMATE201
Module 4: Numerical Methods 2

📘 Subject Code: 1BMATM201
Module 5: Numerical Methods 2

📘 Subject Code: 1BMATC201
Module 3: Numerical Methods 2

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🎥 Watch Next:

▶ Regula Falsi Method
▶ Newton–Raphson Method
▶ Fixed Point Iteration Method
▶ Secant Method
▶ Numerical Integration Methods

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Видео Bisection Method: 3 Decimal Places Accuracy | VTU 1BMATS201 канала Mathematics Tutor
bisection method bisection method numerical methods bisection method of numerical methods numerical analysis numerical analysis engineering mathematics numerical computation numerical method numerical methods numerical methods bsc 3rd year numerical methods engineering mathematics numerical methods full course
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