Complete PYQ'S Discussion | CSIR NET MATHEMATICS JUNE 2026 | IFAS
Mathematics - CSIR NET, GATE, SET & NBHM: IFAS
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Complete PYQ'S Discussion | CSIR NET MATHEMATICS JUNE 2026 | IFAS
3 287 просмотров · Трансляция закончилась 2 месяца назад
Mathematics - CSIR NET, GATE, SET & NBHM: IFAS
169 тыс. подписчиков
3 287 просмотров · Трансляция закончилась 2 месяца назад
(Complete PYQ'S Discussion | CSIR NET MATHEMATICS JUNE 2026 | IFAS) explained with clear concepts and exam-focused approach. Covers real analysis PYQs, sequence series, integration, uniform convergence and cut-off tricks for CSIR NET Mathematics, GATE, IIT JAM.
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⏳ Lecture Timeline:
[00:00:00] – Introduction of Complete PYQ'S Discussion
[00:05:53] – Important: Real Analysis Paper Trend
[00:08:04] – Question 1: Directional Derivative
[00:13:16] – Question 2: Piecewise Integral Convergence
[00:19:08] – Question 3: Lebesgue Outer Measure
[00:34:09] – Question 4: Sum of n²xⁿ
[00:37:16] – Question 5: Pointwise Limit of cos²
[00:44:36] – Question 6: Bounded Variation
[00:47:12] – Question 7: Riemann Integrability
[00:52:41] – Question 8: Limits of Integrals
[01:04:47] – Question 9: Differentiability of f(x,y)
[01:13:18] – Question 10: Set {1/n} Properties
[01:15:25] – Question 11: Function xy/(x²+y²)^α
[01:20:02] – Complete Session (Complete PYQ'S Discussion )
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📖 Topics Covered in This Lecture:
• Real Analysis PYQs: Sequence, Series & Uniform Convergence
• Riemann & Lebesgue Integration, Bounded Variation Problems
• Directional Derivative, Differentiability & Limit Point Tricks
• CSIR NET Mathematics June 2026 Cut Off & Answer Key Discussion
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📚 Lecture Summary:
In this session, IFAS Expert Faculty focuses on Complete PYQ'S Discussion for CSIR NET Mathematics June 2026. Covers real analysis PYQs, sequences, series, Riemann/Lebesgue integration, bounded variation, directional derivatives and uniform convergence with exam-focused tricks. Problem-solving approach and cut-off analysis for CSIR NET, GATE, IIT JAM.
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🎓 This lecture is highly beneficial for students preparing for:
✅ CSIR NET Mathematical Science ✅ GATE Mathematics ✅ SET Mathematics
✅ TIFR Mathematics ✅ PhD Entrance Exams
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