Numerical Methods - Taylor Series Method in Hindi
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- Опубліковано 23 тра 2015
- This video covers following topics of unit-4 of m-III:
1. Detail of syllabus
2. Working Rule of Taylor series method for solving ODE
3. 02 Problems
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in 2nd problem , when you find y3 value like y3 = dy2/dx = 3+2y.y1= 0 ; You don ' t describe How it is done ?
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Jai Hind, Vande Mataram?
Sir, you write y3 = x^2y2 + 4xy1 + 2y1 and in the next line you changed 2y1 to 2y...How?? at 15:40
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Jai Hind- Vande Mataram
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Thanku bhaiya😊
My one more question to you sir that while finding y at x=0.2 we assume different initial conditions i.e x0=1.1 and calculated y0 and we repeat the process right?
Is video k first sum mein agar sirf (y3)0 tak find kiya and then approximate answer likh diya toh correct hai?
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Jai Hind, Vande Mataram?
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Jai Hind, Vande Mataram?
Thank you sir
Sir when we multiply -1 with (x+0) so answer will be -x 20:21
Bohot achha explanation hai sir though main thora differentiation k time confuse Hui ki y1 y2 yesab kaise aya
Great sir
thanks sir
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Thanks
thank u sir
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Jai Hind, Vande Mataram?
sir im little confused in product formula how tht 2 his coming in equation explain me plzzz
Thanks sir🙏
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Hats off sir ji
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Thanx sir
dy/dx=x-y^2 conditions y(0)=1 and y'(0)=0 then find y(0.2) and y (0.4) ? Sir I need answer for this problem
Sir this method can be used in mathematics-2 or only for mathematical methods
In which video Correlation and regression is explained?
Please make video on curvilinear coordinates system
Thx sir 🙏🏻🙏🏻
nice one
Sir or can anyone help me out with this?
Suppose I have a function T(x,y,z,t) and then I have another function q"=-k d/dx(T) ... then can I use singe variable taylor series to expand q" even though it is dependent on a function that is multivariable?
As you might have already guessed I am talking about heat conduction equation
Please someone if can help me out with this as this is how it is done in the books!