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Chapter 1: Mean value theorems
Mean Value Theorem
Mean Value Theorem
Chapter 2: Evaluation of definite and improper intergrals
10 - Mod-1 Lec-10 Evaluation Of Real Improper Integrals-1 [58:32]
9 - Mod-1 Lec-9 Evaluation Of Real Integrals [45:43]
14 - Mod-1 Lec-14 Evaluation Of Real Integrals-revision [1:01:56]
Pn Junction Diodes
Application Of Shift Registers
Chapter 3: Partial derivatives
S-r, J-k And D Flip Flops
Chapter 4: Maxima and minima
Module - 3 Lecture - 2 Properties Of Surfaces - Ii
Maxima - Minima
Module - 5 Lecture - 1 Motion Of Particles Planar Polar Coordinates
Maxima Minima
Chapter 5: Multiple integrals
Bjt Small Signal Analysis
Introduction To Sequential Circuits
Shift Registers
Multiple Inegrals
Chapter 6: Fourier series
26 - Mod 2 - Lec 13 - Convergence Of The Fourier Series [56:41]
Mod 2 - Lec 11 - Fourier Series Part - I
Mod 2 - Lec 11 - Fourier Series Part - I
26 - Mod 2 - Lec 13 - Convergence Of The Fourier Series [56:41]
Chapter 7: Line
Mathematics
Array Multiplier
Chapter 8: Surface and volume intergrals
Atm Networks
Surface Integrals
Chapter 9: Stokes
Mathematics
Module - 4 Lecture - 1 Method Of Virtual Work
2's Complement Subtractor And Bcd Adder
Lecture 16
Chapter 10: Gauss and green's theorems
Module - 2 Lecture - 3 Friction
Module - 3 Lecture - 1 Properties Of Surfaces - I
Subtractors
Greens Theorem
Guass Divergence Theorem
Chapter 11: Mean value Theorems
Mathematics
Mathematics
Chapter 12: Theorem of intergral calculus
3 - Mod-1 Lec-3 Cauchy`s Integral Theorem [49:43]
Module - 3 Lecture - 3 Properties Of Surfaces - Iii
Chapter 13: Evaluation of definite and improper intergrals
11 - Mod-1 Lec-11 Evaluation Of Real Improper Integrals-2 [50:04]
12 - Mod-1 Lec-12 Evaluation Of Real Improper Integrals-3 [53:08]
13 - Mod-1 Lec-13 Evaluation Of Real Improper Integrals-4 [52:53]