Taylor's method for numerical solution of differential equation
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- Опубліковано 19 бер 2020
- Latest example on Taylor's series method:
• Taylor's series method
Additional Example on this method:
• Taylor's series method
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Latest Example on Taylor's Series Method:
Sir, derivative of x-y^2 will be 1-0=0, because we should consider y as constant here as we are differentiating with respect to x
Me watching 2 hours before exam😅
Sorry Means not totally wrong but difficult to understand
Kudos to those who have checked their left ear bud 😂😂😂
in the substituton of Taylor series equation y(x0) is 1 because he is not multyplying y with x0 he is substituting x0 value in y eq and getting that answer eventually y1(x0) then y11(x0)
You explained each and every line of this solution. Great Explanation.Thank you so much
Ans four digit
Me watching after 1st time fail in exam .😁
1-2XY,X=0.2,0.4
Me watching one hour before final exam 💀
Thank you for the amazing explanation!
Thank you bro, step by step process, really helpful
Well explanation ! Thank you sir!
Thanks for coming through.
Thanks man, really helpful!
Tq so much was really useful....nice explaination 😊
Awesome explanation sir ji
Great Explanation 👍🏾
Crystal clear sir. Thank you sir❤❤