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Course Overview (in Hindi)
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In this lesson we will understand about the course overview which covers the syllabus and weightage of Numerical Method. We will also understand why do we need to study numerical method in Engineering Mathematics.

## Sanjay Yadav is teaching live on Unacademy Plus

Faculty of GATE & ESE. Qualified GATE 2014/2015/2016. Top Educator - GATE (Engineering Mathematics)

U
Np
sir plz provide link of 1016 universities ranking
is this complete sir?
a month ago
Yes fully completed.🙂🙂
K M
a month ago
thanks sir
this is the best course on numerical method...lucid, to the point..!!
sir is this also helpful for civil branches
9 months ago
yes Ranveer it is very important for the civil apsirants.. please complete the course...
Ranveer singh
9 months ago
OK sir
Sir Gate life science ke liye v h kya?
9 months ago
ni, GATE life science ke lie ye topic ni hai
1. GATE 2019 Complete Course on Numerical Method

2. SYLLABUS & WEIGHTAGE for GATE

3. Numerical Method SYLLABUS 1. Solutions to Algebraic and Transcendental Equation. a. Bisection Method b. *Newton Raphson Method c. Secant Methoo

4. Numerical Method SYLLABUS 2. Solution to System of Linear Equation a. Gauss Elimination Method b. LU decomposition 3. Solution to Integration of Function a. Trapezoidal Function b. Simpson 1/3rd Rule c. Simpson 3/8th Rule

5. Numerical Method SYLLABUS 4. Solutions to Differential Equation a. Euler's Method b. Runge - Kutta Method

6. Numerical Method Weightage 1987-2018 5% 5% Newton Raphson Simpson Rule 5% 5% LU Decomposition e Gauss Elimination Euler's Method TEM Trapezoidal Function

7. Numerical Method Why do we need to Study Numerical Method? Mathematical Method 1. Analytical Method 2. Numerical Method

8. Numerical Method Analytical Method 1. Find roots of x2- 5x60, using analytical method? Soln : Analytical Solution is x 329-40, -btvb-4ac x=3, 2 2 2. Find J1xdx, using analytical method?

9. Numerical Method Analytical Method olve US1 methD dlr dj 2

10. Numerical Method Conclusion: Drawback of analytical method is, it is not applicable for higher degree equations an also not applicable for non linear equations. To overcome this, we use Numerical Methods, where we can able to identify the approximation values.

11. THANKS! Any questions? You can find me at https://unacademy.com/user/SanjayYadav.1

12. Numerical Method Weightage 1987-2018 5% 5% Newton Raphson Simpson Rule 5% 5% LU Decomposition e Gauss Elimination Euler's Method TEM Trapezoidal Function