Jacobi method | Iterative method | Solution of Linear System Equation
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- Опубліковано 6 сер 2024
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This video lecture of Jacobi method | Iterative method | Solution of Linear System Equation | Problems & Concepts by GP Sir will help Engineering and Basic Science students to understand following topic of Mathematics:
1. How to solve System by indirect Method (jacobi method of iteration) of Linear Algebraic Equation ?
2. Various Methods To solve System of Linear Algebraic Equation
3. Jacobi method of Iteration With Examples
4. Solution of System of Linear Algebraic Equation with Jacobi method of iteration
5. Indirect method Method To solve Linear System of Equation By jacobi method of iteration
#JacobiMethod #IterativeMethod #NumericalMethods #EngineeringMahemaics #BSCMaths #GATE #IITJAM #CSIRNET
This Concept is very important in Engineering & Basic Science Students. This video is very useful for B.Sc./B.Tech students also preparing NET, GATE and IIT-JAM Aspirants.
Find Online Engineering Math 2019 Online Solutions Of Jacobi method | Iterative method | Solution of Linear System Equation | Problems & Concepts by GP Sir (Gajendra Purohit)
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Time Stamp
0:00 - An introduction
2:28 - Jacobi Iterative Method
2:47 - Q1.
14:34 - Conclusion of video
17:48 - Detailed about old videos
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Dr.Gajendra Purohit
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First example that. You have taken is from which book.।??
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In the 2nd iteration, sir has put value of z instead of y in the place of y of eq z.
Sir you have made learning so easy.I am really thankful to you for the skills that you have developed in all students for solving questions.Sir it was because of you that I was able to get selected in NIT Hamirpur for MSC in Maths and Computing by IIT JAM 2020.Sir i am really thankful to you for what you have given me in life..I salute you for the hard work and effort that you have put in making such wonderful vedios.Thanks a lot Sir.....
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sir I understood the Jacobi method via this video. I also go through the rest of your videos whenever I'm in doubt. However, in the 2nd iteration here, y calculates to be 3.677 rather than 3.269. This eventually propagates to incorrect values for x, y and z. after the 7th iteration the values come out to be x = 2.301, y = 4.136 and z = 1.918.
YES. EXaCTLY
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Solve the following system of equations by Jacobi iteration method:
10x + y - 2z = 7.74
x + 12y +3z = 39.66
3x + 4y +15z = 54.8
Any one solve this
Sir there is a mistake in 2nd iteration. In z2= x=3.148,y=4.8,z=2.037. There is a mistake of value y, you put the value of z instead of y.
Yes
Yes
Yep
Ye shi value h bhai h
Check your calculation dude
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nice video got confused what my prof taught in theory, I still don't understand what she was trying to teach but now I know how to use the method
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THANKU SIR🙏
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सर मेरे को पहले engineering mathematics से डर लगता था
But आपके वीडियो लेक्चर के देखने के बाद , अब कोई डर नही
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