Listing Classes
| Name | Start date | End date | Long description | Actions |
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Statics 01
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25-08-18 12:30:00 PM
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26-09-30 03:30:00 PM
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Common Catenary I
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Computer programming
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25-08-14 12:30:00 PM
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26-09-30 03:30:00 PM
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Computer programming
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NA 08
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25-08-13 12:30:00 PM
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26-09-30 03:30:00 PM
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Flow charts and algos
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NA 07
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25-08-12 12:30:00 PM
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26-09-30 03:30:00 PM
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NA 06
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25-08-11 12:30:00 PM
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26-09-30 03:30:00 PM
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NA 05
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25-08-08 12:30:00 PM
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26-09-30 06:19:00 PM
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NA 04
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25-08-07 12:30:00 PM
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26-09-30 03:30:00 PM
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NA 03
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25-08-06 12:30:00 PM
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26-09-30 03:30:00 PM
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NA 02
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25-08-05 12:30:00 PM
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26-09-30 03:30:00 PM
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NA 01
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25-08-04 12:30:00 PM
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26-09-30 03:30:00 PM
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LPP 07
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25-08-01 12:30:00 PM
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26-09-30 03:30:00 PM
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LPP 06
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25-07-31 07:01:00 PM
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26-09-30 07:01:00 PM
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LPP 05
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25-07-30 12:30:00 PM
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26-09-30 03:30:00 PM
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LPP 04
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25-07-29 12:30:00 PM
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26-09-30 03:30:00 PM
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LPP 03
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25-07-28 12:30:00 PM
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26-09-30 03:30:00 PM
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LPP 02
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25-07-27 12:30:00 PM
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26-09-30 02:30:00 PM
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LPP 01
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25-07-26 10:44:00 PM
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26-09-30 10:44:00 PM
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ode 15
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25-07-25 12:30:00 PM
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26-09-30 03:30:00 PM
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Laplace use to solve ODE, Simultaneous DE, Undetermined coefficient method, Variation of parameter 3rd order
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ODE 14
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25-07-24 12:30:00 PM
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26-09-30 03:30:00 PM
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Laplace Transform II
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ODE 13
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25-07-23 12:30:00 PM
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26-09-30 03:30:00 PM
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Laplace Transform I
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Ode 12
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25-07-22 09:56:00 PM
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26-09-30 09:56:00 PM
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Reduction of order Normal method Change of independent variable
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Ode 11
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25-07-21 08:19:00 PM
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26-09-30 08:19:00 PM
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Wronskian , uniqueness theorem, variation of parameter
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ODE 10
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25-07-16 12:30:00 PM
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26-09-30 03:30:00 PM
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Vexp(ax),Cauchy Euler, Legendre, Variation of parameter first order
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ODE 9
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25-07-15 12:30:00 PM
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26-09-30 03:30:00 PM
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CF and PI
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ODE 8
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25-07-14 12:30:00 PM
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26-09-30 03:30:00 PM
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Clairaut DE II , Tac Node cusp, Linear DE with constant coefficient I
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ODE 7
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25-07-10 12:30:00 PM
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25-09-30 03:30:00 PM
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Clairaut DE
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ODE 6
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25-07-09 12:30:00 PM
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26-09-30 03:30:00 PM
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Solvable for y , Lagranges DE, Solvable for x
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ODE 5 Part II
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25-07-08 12:50:00 PM
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26-09-30 03:30:00 PM
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First order but not first degree
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ODE 5 Part I
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25-07-08 12:30:00 PM
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25-09-30 03:30:00 PM
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Orthogonal trajectories II
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ODE 4
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25-07-07 09:00:00 PM
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26-09-30 09:00:00 PM
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Normal and tangent , orthogonal trajectory
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ODE 03
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25-07-02 08:27:00 PM
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26-09-30 08:27:00 PM
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Integrating factor II, linear DE
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ODE 02
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25-07-01 08:26:00 PM
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25-08-31 08:26:00 PM
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Linear coeff DE, exact DE, integrating factor
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ODE 01
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25-06-30 09:19:00 PM
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26-09-30 09:19:00 PM
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Formulation of DE, variable separable , Homogenous DE
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00. Orientation class
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25-06-27 08:42:00 PM
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26-09-30 08:42:00 PM
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00. Orientation class
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