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For the first question, the existence and uniqueness theorem only ensures uniqueness in some interval around 0. There is no guarantee that the interval is big enough that it contains 1.
Are you preparing for NET, GATE, TIFR, NBHM, JAM, ISI, CMI, or any other competitive exam, or even a PhD interview? Join Aing Mathematics and take your preparation to the next level!
How to reach us:
📞 WhatsApp/Call: 7483062013
📧 Email: aingmathematics@gmail.com
Join our active Telegram communities for updates, study materials, and discussions:
📌 Aing Mathematics Group: t.me/aingmaths
📌 Lalit and Basant Sir’s Group: t.me/lalitthuw
Meet our Faculty:
• Lalit Sir (NET JRF AIR 4, GATE, TIFR, IISc, NBHM HRI)
• Basant Sir (NET, GATE, INSPIRE, JRF, USET)
Don’t miss out on expert guidance and comprehensive solutions to ace your exams. Subscribe now for more detailed solutions to challenging problems, and stay updated on new content and resources!
Thanks sir ji , aapka explanation bahut achha rhta , pls next part bhi RUclips par upload karna
Explanation bahut achha tha sirr
For the first question, the existence and uniqueness theorem only ensures uniqueness in some interval around 0. There is no guarantee that the interval is big enough that it contains 1.
By using existence and uniqueness one can prove for such ode maximal interval of existence is R
Sir, non-identical value permutations ke nichle m hoga na
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Ur explanation 👍....too good
Where is the 2nd part?
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Thank you for such explanatory solutions❤