Listing Classes

Name Start date End date Long description Actions
Fluid dynamics 03
25-06-13 08:59:00 PM
26-09-30 08:59:00 PM
Curvilinear coordinate system
Fluid dynamics 02
25-06-12 10:09:00 PM
26-09-30 10:09:00 PM
Potential flow, boundary surface, continuity eq
Fluid dynamics 01
25-06-11 09:01:00 PM
25-09-30 09:01:00 PM
Streamline pathlines streaklines
Mechanics 11
25-06-10 07:59:00 PM
26-09-30 07:59:00 PM
Rolling plus sliding
Mechanics 10
25-06-09 12:30:00 PM
26-09-30 03:30:00 PM
Charged Particle Lagrangian, Motion abt fixed axis
Mechanics 10
25-06-06 06:27:00 PM
26-09-30 06:27:00 PM
Hamiltonian
Mech 8
25-06-05 06:12:00 PM
26-09-30 06:12:00 PM
Mechanics 07
25-06-04 08:38:00 PM
26-09-30 08:38:00 PM
Lagrangian II
Mechanics 06
25-06-03 08:48:00 PM
26-09-30 08:49:00 PM
Lagrangian mechanics 01
Mechanics 05
25-05-30 06:29:00 PM
25-09-30 06:29:00 PM
D’alembert principle II
Mechanics 04
25-05-29 12:30:00 PM
26-09-30 03:30:00 PM
MoI IV, D'almbert Principle I
Mechanics 03
25-05-28 06:26:00 PM
26-08-31 06:26:00 PM
MoI III
Mechanics 02
25-05-27 07:05:00 PM
26-09-30 07:05:00 PM
MoI II
Mechanics 01
25-05-26 12:30:00 PM
26-09-30 03:30:00 PM
Moment of Inertia I
Real Analysis & Calculus 25
25-05-19 12:30:00 PM
26-09-30 03:30:00 PM
Asymptotes II, Curve tracing, Riemann Re-arrangement
Real Analysis & Calculus 24
25-05-16 12:30:00 PM
26-09-30 03:30:00 PM
Multiple Integral-II, Asymptote I
Real analysis & Calculus 23
25-05-15 06:21:00 PM
26-09-30 06:21:00 PM
Leibnitz rule II and Multiple integral I
Real Analysis & Calculus 22
25-05-14 12:30:00 PM
26-09-30 03:30:00 PM
Lagrange's method of undetermined multipliers II, MVTs, Differentiation under integral ISign
Real analysis & calculus 21
25-05-13 06:25:00 PM
26-09-30 06:25:00 PM
Extreme values of functions of several variables , lagranges multiplier
Real analysis & calculus 20
25-05-12 06:30:00 PM
26-09-30 06:30:00 PM
Differentiability, partial derivatives, mixed derivatives
Real Analysis & Calculus 19
25-05-09 12:30:00 PM
26-09-30 03:30:00 PM
Functions of two variable I
Real Analysis & Calculus 18
25-05-08 12:30:00 PM
26-09-30 03:30:00 PM
improper integral II
Real analysis & calculus 17
25-05-07 06:29:00 PM
26-09-30 06:29:00 PM
Calculus theorems /Improper integral I
Real Analysis & Calculus 16
25-05-06 12:30:00 PM
26-09-30 03:30:00 PM
Riemann Integral II
Real analysis & Calculus 15
25-05-05 06:27:00 PM
26-09-30 06:27:00 PM
Riemann integral
Real analysis & Calculus 14
25-05-02 06:21:00 PM
26-09-30 06:21:00 PM
Functional equations, maxima minima, increasing decreasing fns of one variable
Real Analysis & calculus 13
25-05-01 06:22:00 PM
26-09-30 06:22:00 PM
Uniform continuity
Real analysis & Calculus 12
25-04-29 06:05:00 PM
26-09-30 06:05:00 PM
Dirichlet , thomae function continuity
Real analysis & calculus 11
25-04-28 06:20:00 PM
26-09-30 06:20:00 PM
Continuity and type of discontinuities
Real Analysis & Calculus 10
25-04-25 12:30:00 PM
26-09-30 03:30:00 PM
Uniform convergence III, Rearrnagement of terms of series
Real Analysis & Calculus 09
25-04-24 06:20:00 PM
26-09-30 06:21:00 PM
Uniform convergence II
Real analysis & Calculus 08
25-04-23 06:23:00 PM
26-09-30 06:23:00 PM
Uniform convergence I
Real Analysis & Calculus 07
25-04-22 12:30:00 PM
26-09-30 03:30:00 PM
Arbitrary term series
Real analysis and calculus 06
25-04-21 06:20:00 PM
26-09-30 06:20:00 PM
Series II, alternating series
Real Analysis & Calculus 05
25-04-17 12:30:00 PM
26-09-30 03:30:00 PM
Series tests
Real Analysis & Calculus 04
25-04-16 12:30:00 PM
26-09-30 03:30:00 PM
Monotone bounded sequence, cezaro th
Real Analysis & Calculus 03
25-04-15 12:30:00 PM
26-09-30 03:30:00 PM
Cauchy Sequence, Cauchy first and second theorem
Real Analysis & Calculus 02
25-04-14 12:30:00 PM
26-09-30 03:30:00 PM
sequence and limit, limit point
analytic geometry 14 /Real analysis & Cal 01
25-04-11 12:30:00 PM
26-09-30 03:30:00 PM
canonical form II/ Sequence
analytic geometry 13
25-04-10 12:30:00 PM
26-09-30 03:30:00 PM
Canonical Form -I
Analytic geometry 12
25-04-08 06:21:00 PM
26-09-30 06:21:00 PM
Generating lines
Analytic geometry 11
25-04-07 12:30:00 PM
26-09-30 03:30:00 PM
Central Conicoid
Analytic geometry 10
25-04-05 12:30:00 PM
25-09-30 03:30:00 PM
Paraboloid
Analytic Geometry 9
25-04-04 07:22:00 PM
26-09-30 07:23:00 PM
Sphere II
analytic geometry 08
25-04-03 12:30:00 PM
26-09-30 03:30:00 PM
Enveloping Cylinder and Sphere I
analytic geometry 07
25-04-02 12:30:00 PM
26-09-30 03:30:00 PM
cone III Cylinder I
analytic geometry 06
25-04-01 12:30:00 PM
26-09-30 03:30:00 PM
Cone II
Analytic geometry 05
25-03-28 12:30:00 PM
26-09-30 03:30:00 PM
Cone I
analytic geometry 04
25-03-27 12:30:00 PM
26-09-30 03:30:00 PM
lines and skew lines
analytic geometry 03
25-03-26 12:30:00 PM
26-09-30 03:30:00 PM
Pair of planes , Straight Line-I (Projections etc)
Analytic Geometry 02
25-03-25 07:43:00 PM
26-09-30 07:43:00 PM
Plane
analytic geometry 01
25-03-24 12:30:00 PM
26-09-30 03:30:00 PM
Introduction, DCs, DRs etc
Vector Analysis 09
25-03-21 12:56:00 PM
26-09-30 07:57:00 PM
Stoke theorem
Vector Analysis 08
25-03-20 12:30:00 PM
26-09-30 03:30:00 PM
Green Theorem, Gauss Divergence theorem
Vector Analysis 07
25-03-19 12:30:00 PM
25-09-30 03:30:00 PM
Line integral, Surface integral
Vector Analysis 06
25-03-18 12:30:00 PM
26-09-30 03:30:00 PM
Serret Frenet formulae II
Vector Analysis 05
25-03-17 12:30:00 PM
26-09-30 03:30:00 PM
Vector identities II plus Serret frenet I
Vector analysis 04
25-03-13 01:06:00 PM
26-09-30 07:06:00 PM
Vector identities , div, curl
Vector Analysis 03
25-03-12 12:30:00 PM
26-09-30 03:30:00 PM
Gradient, Normal vector, level surface
Vector analysis 02
25-03-11 06:30:00 PM
26-09-30 06:30:00 PM
Multiple vector products
Vector Analysis 01
25-03-10 12:30:00 PM
26-09-30 03:30:00 PM
Orientation class , introduction to vectors