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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! Transcript

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! Transcript

Sir in option d they are asking about exixtence of an entire function satisfying (P) with infinitely many zeros i think if they said that every entire function satisfying p should have infinitely many zeros then e^-iz will work

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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!

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!

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!

Sir tifr kii Playlist start kijie jaldi se for members

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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!

Sir 5th no question ta k jodi contradiction dhore kara jete pare

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Sir group ka order hi 80×72 hai that means 2^7×3^2×5 if a belongs to group then order of a should belongs to order of group but 3^4 doesn't divide order of group that means only b is true

Sir, Is there no way we can prove this using pure group theoretic approach...........?

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Really Nice Solution👍

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What a timing 3:13 ab me bol skta hun...nahi sir😂