Скачать или смотреть SLST Mathematics | Numerical Solution of ODE | Concept + MCQ Solve | Timir Sir

📘 *SLST Mathematics | Numerical Solution of ODE | Euler’s Method, Modified Euler’s Method & Runge-Kutta Method | Concept + MCQ Solve | Timir Sir*

Welcome to **Anko Chorcha**, the trusted platform for WB SLST Mathematics preparation.
In this lecture, *Timir Sir* explains the *Numerical Solution of Ordinary Differential Equations (ODEs)* with **Concept + MCQ Solve**, covering three of the most important methods:

✔️ Euler’s Method
✔️ Modified Euler’s Method
✔️ Runge–Kutta Method

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🔥 Why Watch This Video?
This class is specially designed for *WB SLST Mathematics* aspirants. It is also highly useful for **NET, SET, GATE, and Engineering Mathematics**.
In this video, you will learn both *theoretical concepts* and **exam-oriented MCQs**.

👉 *Concept Part:*
Step-by-step derivation of Euler, Modified Euler, and Runge-Kutta methods
Easy-to-understand explanations for ODE numerical solutions

👉 *MCQ Solve Part:*
Previous Year Question (PYQ) style problems
Standard + Twisty numerical MCQs
Tricks for solving exam-based numerical analysis questions quickly

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🎯 *Exam Relevance*
*WB SLST Mathematics* → Direct PYQs have come from Euler’s & Runge-Kutta methods
*NET/SET Mathematics* → Frequently asked conceptual + numerical problems
*GATE / IIT JAM / Engineering Mathematics* → Essential topic for numerical analysis
*B.Sc. & M.Sc. Mathematics Students* → Strong foundation for university exams

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📚 Topics Covered
1. Numerical Solution of ODE
2. Euler’s Method (Concept + Examples + MCQ)
3. Modified Euler’s Method (Predictor-Corrector + MCQ)
4. Runge-Kutta Method (2nd Order & 4th Order + MCQ)
5. Problem-solving techniques with step-by-step explanation

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✅ Why Anko Chorcha?
Classes by *Timir Sir* (expert in SLST & NET Mathematics)
Covers *Concept + MCQ Solve* in the same class
Focus on *exam-relevant PYQ-style practice*
Regular free mock tests & practice sessions

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🏷️ Keywords for SEO
Numerical Solution of ODE, Euler’s Method MCQ, Modified Euler’s Method, Runge-Kutta Method, SLST Mathematics MCQ, WB SLST Maths 2025, Numerical Analysis MCQ, ODE Concept and MCQ, Numerical Methods for Differential Equations, SLST Mock Test, NET SET Maths Preparation, Timir Sir Anko Chorcha.

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#SLSTMathematics #NumericalSolutionODE #EulersMethod #ModifiedEuler #RungeKuttaMethod #MCQ #ConceptAndMCQ #TimirSir #AnkoChorcha

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