IIT JAM & CSIR NET Real Analysis Problem | Limit Question with Detailed Solution | KSB Maths
Are you preparing for IIT JAM Mathematics or CSIR NET Mathematical Sciences? In this video, we solve an important Real Analysis limit problem step-by-step.
This question tests concepts of exponential limits and asymptotic analysis, and is perfect for last-minute revision.
📖 Question:
lim₍ₙ→∞₎ (1 + 2⁄ₙ)ⁿ² e⁻²ⁿ
What you’ll learn in this video:
✅ How to handle limits with ⁿ² exponents
✅ Using expansion to solve problem
✅ Tricks to save time in competitive exams
Best for:
*IIT JAM 2025 Mathematics
*CSIR NET Mathematical Sciences
*GATE Mathematics Aspirants
*B.Sc. & M.Sc. Mathematics students
🔔 Subscribe to KSB Maths for more high-quality mathematics problem solutions:
👉 https://www.youtube.com/@UC5DiS2buibEl4tQoCEsGIzg
IIT JAM Maths, CSIR NET Maths, Real Analysis problems, Limit problems, IIT JAM 2025 preparation, CSIR NET Mathematical Sciences, KSB Maths, Exponential limits, Advanced calculus problems, Limit tricks for IIT JAM, Mathematics problem-solving
Видео IIT JAM & CSIR NET Real Analysis Problem | Limit Question with Detailed Solution | KSB Maths канала KSB Maths
This question tests concepts of exponential limits and asymptotic analysis, and is perfect for last-minute revision.
📖 Question:
lim₍ₙ→∞₎ (1 + 2⁄ₙ)ⁿ² e⁻²ⁿ
What you’ll learn in this video:
✅ How to handle limits with ⁿ² exponents
✅ Using expansion to solve problem
✅ Tricks to save time in competitive exams
Best for:
*IIT JAM 2025 Mathematics
*CSIR NET Mathematical Sciences
*GATE Mathematics Aspirants
*B.Sc. & M.Sc. Mathematics students
🔔 Subscribe to KSB Maths for more high-quality mathematics problem solutions:
👉 https://www.youtube.com/@UC5DiS2buibEl4tQoCEsGIzg
IIT JAM Maths, CSIR NET Maths, Real Analysis problems, Limit problems, IIT JAM 2025 preparation, CSIR NET Mathematical Sciences, KSB Maths, Exponential limits, Advanced calculus problems, Limit tricks for IIT JAM, Mathematics problem-solving
Видео IIT JAM & CSIR NET Real Analysis Problem | Limit Question with Detailed Solution | KSB Maths канала KSB Maths
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14 августа 2025 г. 23:08:29
00:16:41
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