Sir please make video on : Using the Laplace transforms,solve the following initial problem: d²y/dt² + w²y = coswt where y=ynot; dy/dt=vnot at t=0. Thank you sir
@@AnshumanPurohit sir but i m not getting this ans after applying the other method plz......can u tell that can we get this ans by other formulae.... 🙏🙏
Thank you sir very nice gide & very nice best explain Laplace transform application and differential equations teaching video.👍
@@ashishtayade047 Thanks for your valuable feedback and time 🙏💯
tomorrow my exam and i watch many video's but not understand your way of teaching and explainins is fabulous and mind blowing .thanks a lot sir
Thanks for your beautiful feedback and valuable time🙏💯
@@AnshumanPurohit thanks not to me sir thanks to you sir for giving us this beautiful lecture without any trouble and fee
Gehu ki h ky
@@vanshchauhan3111 kya h gehu ki
i hope u saw this comment all i want to say is that you saved me from backlog a day before exam love from pakistan
Thanks thanks......India hamesha apne parosdi ka dhayan rakhta hai
shut up he made his video bc everyone wants to clear their financial problem @@derek9210
B=1 hoga to 1squre 1 hota h 2 kaha s hoga sir
@@nishusingh8191 Thanks for your valuable feedback and time 🙏💯
So easy way of solution.. Thank you so much sir ji...
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Its very helpful because this is exam time......🙏👍
Thanks a lot for your valuable feedback and time
Nice work sir🙏👍🏻 it's helpful for me
Thanks sir🙏😁
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Good explanation sir❤
@@Brahmi_memes_GB Thanks for your valuable feedback and time 🙏💯
bohat acha parhaya apne.
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Nice explanation ❤❤
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Sir what is the formula for y'''
sir 3rd order differentiation k liye hoga 🙏🙏
@@khanabananaa Thanks for your valuable feedback and time 🙏💯
best explanation
Nice explanation 👌👌
Thanks
not every hero wears a cape 🙌🧢👍
@@jayeshtarle3315 Thanks for your valuable feedback and time 🙏💯
Thanku sir
Thank you sir
Super Sir
@@Tejas-s3u Thanks for your valuable feedback and time 🙏💯
Best explanation sir
Plzzz u can describe the application of Laplace transformation in industry like chemical
It's a method to solve differential
Thanku sir ❤
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Very eaiast way sir
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Thanks🙏🙏🙏 sir
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Thankyou so much sir
Thanks for your valuable feedback and time 🙏💯
Bhai shukriya 🥹😮💨
@@alfatkhan8901 Thanks for your valuable feedback and time 🙏💯
Very good difine sir
Awesome
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Solve the initial value problem yll + 3yl +2y = e-t, y(0) = 0, yl(0) =1,using Laplace Transform.
Thanks for your valuable feedback and time 🙏💯....But not able to upload the solution as I am busy... sorry for any inconvenience
Thanks for
Sir please make video on :
Using the Laplace transforms,solve the following initial problem: d²y/dt² + w²y = coswt where y=ynot; dy/dt=vnot at t=0. Thank you sir
Thanks for your valuable feedback and time 🙏💯
I saw a meme and that is why I'm here watching the explanation.
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thanks
you teach better than univ professors though xD
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(a+b)^2 formula correct ga apply cheyandi
@@SharwaniMatodkar-pc1eg Thanks for your valuable feedback and time 🙏💯
Is this way of writing transformation formula is correct???
Every author has its own way of presenting the matter..
It's happen in school that you have to follow your school teacher
@@AnshumanPurohit sir but i m not getting this ans after applying the other method plz......can u tell that can we get this ans by other formulae.... 🙏🙏
Will you tell me the name of method.. because in integration & differential a little bit of answer is very...but I want to see your
@@AnshumanPurohit sir it is L(D"y)=S"L(y)--S'y(0)--y'(0).............
L(D"'y)=s"'L(y)--S^2y(0)--S'y (0)--y"(0)
👍
🙏🏾
Put S instead of P 👍
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Nice sir
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apke papa(gajendra purohit) ko mera namaste
@@The_wakutribe Thanks for your feedback and time
Last pe
Last wala step nahi samza e*t wala
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Thanks for your valuable feedback
Samjh nahi aya padhane ka tarika glt h 😏
Thanks for your valuable feedback..
😂😂
Super Sir
@@Tejas-s3u Thanks for your valuable feedback and time 🙏💯