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001 Introduction to Linear differential equation_en.vtt |
6.48Кб |
001 Introduction to Linear differential equation.mp4 |
45.10Мб |
001 Introduction to the Laplace transform_en.vtt |
4.97Кб |
001 Introduction to the Laplace transform.mp4 |
25.25Мб |
001 Reduction of order- 2nd order homogeneous differential equations_en.vtt |
5.54Кб |
001 Reduction of order- 2nd order homogeneous differential equations.mp4 |
56.20Мб |
002 Exponential guess- Repeated roots- 2nd order homogeneous differential equations_en.vtt |
2.06Кб |
002 Exponential guess- Repeated roots- 2nd order homogeneous differential equations.mp4 |
20.55Мб |
002 Initial value problem - Laplace transform_en.vtt |
6.62Кб |
002 Initial value problem - Laplace transform.mp4 |
35.36Мб |
002 Solving linear 1st order differential equation using integrating factor_en.vtt |
5.79Кб |
002 Solving linear 1st order differential equation using integrating factor.mp4 |
56.87Мб |
003 Exponential guess- Distinct roots- 2nd order homogeneous differential equations_en.vtt |
3.06Кб |
003 Exponential guess- Distinct roots- 2nd order homogeneous differential equations.mp4 |
29.34Мб |
003 Separable differential equations_en.vtt |
3.92Кб |
003 Separable differential equations.mp4 |
39.54Мб |
003 Using partial fraction expansion in the Laplace transform_en.vtt |
9.34Кб |
003 Using partial fraction expansion in the Laplace transform.mp4 |
58.85Мб |
004 Exponential guess- complex roots- 2nd order homogeneous differential equations_en.vtt |
4.85Кб |
004 Exponential guess- complex roots- 2nd order homogeneous differential equations.mp4 |
30.27Мб |
004 Homogeneous differential equations_en.vtt |
2.83Кб |
004 Homogeneous differential equations.mp4 |
24.12Мб |
004 Repeated roots- partial fraction expansion- Laplace transform_en.vtt |
8.88Кб |
004 Repeated roots- partial fraction expansion- Laplace transform.mp4 |
50.56Мб |
005 Bernoulli equation_en.vtt |
8.34Кб |
005 Bernoulli equation.mp4 |
86.53Мб |
005 Euler - Cauchy equation_en.vtt |
4.28Кб |
005 Euler - Cauchy equation.mp4 |
20.50Мб |
005 The convolution theorem_en.vtt |
3.93Кб |
005 The convolution theorem.mp4 |
21.13Мб |
006 Euler - Cauchy equation - repeated and complex roots_en.vtt |
5.17Кб |
006 Euler - Cauchy equation - repeated and complex roots.mp4 |
28.11Мб |
006 Impulse and delta function transformation_en.vtt |
5.08Кб |
006 Impulse and delta function transformation.mp4 |
26.24Мб |
006 Riccati equation_en.vtt |
4.98Кб |
006 Riccati equation.mp4 |
56.06Мб |
007 Exact equations- part 1- 1st order homogeneous differential equations_en.vtt |
7.16Кб |
007 Exact equations- part 1- 1st order homogeneous differential equations.mp4 |
41.33Мб |
007 Solving system of equations_en.vtt |
5.83Кб |
007 Solving system of equations.mp4 |
23.96Мб |
007 Variation of parameters -2nd order NON-homogeneous differential equations_en.vtt |
8.66Кб |
007 Variation of parameters -2nd order NON-homogeneous differential equations.mp4 |
44.98Мб |
008 Exact equations- part 2- 1st order homogeneous differential equations_en.vtt |
5.56Кб |
008 Exact equations- part 2- 1st order homogeneous differential equations.mp4 |
33.27Мб |
008 Undetermined coefficients-2nd order NON-homogeneous differential equations_en.vtt |
10.10Кб |
008 Undetermined coefficients-2nd order NON-homogeneous differential equations.mp4 |
50.69Мб |
009 Super position method-2nd order NON-homogeneous differential equations_en.vtt |
7.95Кб |
009 Super position method-2nd order NON-homogeneous differential equations.mp4 |
42.27Мб |
20519410-Lect2.pdf |
344.00Кб |
20519550-Lect3.pdf |
473.61Кб |
20519552-Lect4.pdf |
329.19Кб |
20519562-Lect6.pdf |
410.34Кб |
20519570-Lect7.pdf |
399.45Кб |
20519574-Lect-8.pdf |
356.06Кб |
20519582-Lect5.pdf |
605.06Кб |
20519648-Lect9.pdf |
266.58Кб |
20520182-Lect10-2nd-ord.pdf |
73.59Кб |
20520188-Lect13-Euler-C.pdf |
330.58Кб |
20520190-Lect14-Euler-C.pdf |
691.03Кб |
20520192-Lect15-Non-Hom.pdf |
596.06Кб |
20520196-Lect16-Non-Hom.pdf |
574.07Кб |
20520198-Lect17-Non-Hom.pdf |
576.91Кб |
20520202-Lect18-The-Lap.pdf |
415.87Кб |
20520206-Lect-19-Laplac.pdf |
391.96Кб |
20520208-Lect-20-Advanc.pdf |
580.68Кб |
20520210-Lec21-Advance.pdf |
827.25Кб |
20520212-Lect22-The-Con.pdf |
288.71Кб |
20520428-Lect23-Impulse.pdf |
342.83Кб |
20520554-Lect24-Solving.pdf |
382.65Кб |
20569318-Lect7.pdf |
615.77Кб |
20569320-Lect8.pdf |
574.51Кб |
Bonus Resources.txt |
357б |
Get Bonus Downloads Here.url |
179б |