Listing Classes
| Name | Start date | End date | Long description | Actions |
|---|---|---|---|---|
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Real Analysis & Calculus 10
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25-04-25 12:30:00 PM
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26-09-30 03:30:00 PM
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Uniform convergence III, Rearrnagement of terms of series
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Real Analysis & Calculus 09
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25-04-24 06:20:00 PM
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26-09-30 06:21:00 PM
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Uniform convergence II
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Real analysis & Calculus 08
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25-04-23 06:23:00 PM
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26-09-30 06:23:00 PM
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Uniform convergence I
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Real Analysis & Calculus 07
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25-04-22 12:30:00 PM
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26-09-30 03:30:00 PM
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Arbitrary term series
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Real analysis and calculus 06
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25-04-21 06:20:00 PM
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26-09-30 06:20:00 PM
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Series II, alternating series
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Real Analysis & Calculus 05
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25-04-17 12:30:00 PM
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26-09-30 03:30:00 PM
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Series tests
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Real Analysis & Calculus 04
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25-04-16 12:30:00 PM
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26-09-30 03:30:00 PM
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Monotone bounded sequence, cezaro th
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Real Analysis & Calculus 03
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25-04-15 12:30:00 PM
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26-09-30 03:30:00 PM
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Cauchy Sequence, Cauchy first and second theorem
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Real Analysis & Calculus 02
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25-04-14 12:30:00 PM
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26-09-30 03:30:00 PM
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sequence and limit, limit point
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analytic geometry 14 /Real analysis & Cal 01
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25-04-11 12:30:00 PM
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26-09-30 03:30:00 PM
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canonical form II/ Sequence
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analytic geometry 13
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25-04-10 12:30:00 PM
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26-09-30 03:30:00 PM
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Canonical Form -I
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Analytic geometry 12
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25-04-08 06:21:00 PM
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26-09-30 06:21:00 PM
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Generating lines
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Analytic geometry 11
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25-04-07 12:30:00 PM
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26-09-30 03:30:00 PM
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Central Conicoid
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Analytic geometry 10
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25-04-05 12:30:00 PM
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25-09-30 03:30:00 PM
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Paraboloid
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Analytic Geometry 9
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25-04-04 07:22:00 PM
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26-09-30 07:23:00 PM
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Sphere II
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analytic geometry 08
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25-04-03 12:30:00 PM
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26-09-30 03:30:00 PM
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Enveloping Cylinder and Sphere I
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analytic geometry 07
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25-04-02 12:30:00 PM
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26-09-30 03:30:00 PM
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cone III Cylinder I
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analytic geometry 06
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25-04-01 12:30:00 PM
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26-09-30 03:30:00 PM
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Cone II
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Analytic geometry 05
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25-03-28 12:30:00 PM
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26-09-30 03:30:00 PM
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Cone I
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analytic geometry 04
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25-03-27 12:30:00 PM
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26-09-30 03:30:00 PM
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lines and skew lines
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analytic geometry 03
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25-03-26 12:30:00 PM
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26-09-30 03:30:00 PM
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Pair of planes , Straight Line-I (Projections etc)
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Analytic Geometry 02
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25-03-25 07:43:00 PM
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26-09-30 07:43:00 PM
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Plane
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analytic geometry 01
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25-03-24 12:30:00 PM
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26-09-30 03:30:00 PM
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Introduction, DCs, DRs etc
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Vector Analysis 09
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25-03-21 12:56:00 PM
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26-09-30 07:57:00 PM
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Stoke theorem
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Vector Analysis 08
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25-03-20 12:30:00 PM
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26-09-30 03:30:00 PM
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Green Theorem, Gauss Divergence theorem
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Vector Analysis 07
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25-03-19 12:30:00 PM
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25-09-30 03:30:00 PM
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Line integral, Surface integral
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Vector Analysis 06
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25-03-18 12:30:00 PM
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26-09-30 03:30:00 PM
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Serret Frenet formulae II
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Vector Analysis 05
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25-03-17 12:30:00 PM
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26-09-30 03:30:00 PM
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Vector identities II plus Serret frenet I
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Vector analysis 04
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25-03-13 01:06:00 PM
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26-09-30 07:06:00 PM
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Vector identities , div, curl
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Vector Analysis 03
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25-03-12 12:30:00 PM
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26-09-30 03:30:00 PM
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Gradient, Normal vector, level surface
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Vector analysis 02
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25-03-11 06:30:00 PM
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26-09-30 06:30:00 PM
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Multiple vector products
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Vector Analysis 01
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25-03-10 12:30:00 PM
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25-09-30 03:30:00 PM
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Orientation class , introduction to vectors
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