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Module Details

Course : Calculus

Subject : Mathematics

No. of Modules : 65

Level : UG

Source : SwayamPrabha;Channel-8

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Sr. No. Title Creator/Author E-Text Video URL Metadata
1 Partial differentiation Mansoor P - - Click Here
2 Calculus Mansoor P - - Click Here
3 Transcendental functions-inverse trigonometric functions and logarithmic functions Mansoor P - - Click Here
4 Application of integration ã¢â€â“ rectification and quadrature Mansoor P - - Click Here
5 Application of integration ã¢â€â“ solids of revolution Mansoor P - - Click Here
6 Integration by successive reduction Mansoor P - - Click Here
7 Definite integrals Mansoor P - - Click Here
8 Partial differentiation ã¢â€â“ youngã¢â€â™s theorem and schwarzã¢â€â™ theorem equations Mansoor P - - Click Here
9 Concavity, points of inflexion and multiple points Mansoor P - - Click Here
10 Hyperbolic functions and inverse hyperbolic functions Mansoor P - - Click Here
11 Transcendental function-the exponential ex Mansoor P - - Click Here
12 Taylor series and maclaurin series expansions Mansoor P - - Click Here
13 Successive differentiation Mansoor P - - Click Here
14 Curvature and evolutes Mansoor P - - Click Here
15 Tracing of curves Mansoor P - - Click Here
16 Transcendental function-the exponential ex Mansoor P - - Click Here
17 Application of integration ã¢â€â“ rectification and quadrature Mansoor P - - Click Here
18 Application of integration ã¢â€â“ solids of revolution Mansoor P - - Click Here
19 Hyperbolic functions and inverse hyperbolic functions Mansoor P - - Click Here
20 Integration by successive reduction Mansoor P - - Click Here
21 Definite integrals Mansoor P - - Click Here
22 M30-differential equations of the first order but not of the first degree - - Click Here
23 M22-differential equations origin definitions and formation - - Click Here
24 M23-differential equations of first order and first degree - - Click Here
25 M25-differential equations of first order and first degree - - Click Here
26 M29-differential equations and orthogonal trajectories - - Click Here
27 M28-exact differential equations and their solutions - - Click Here
28 M24-linear and exact differential equations - - Click Here
29 M26-linear and exact differential equations - - Click Here
30 M21-half range fourier series expansions - - Click Here
31 M1-transcendental functions- inverse trigonometric functions and logarithmic functions - - Click Here
32 M2-transcendental function- the exponential function - - Click Here
33 M40-application of partial differential equation- vibrations of a stretched string - - Click Here
34 M41-application of partial differential equation- one dimensional heat flow - - Click Here
35 M45-application of laplace transforms and laplace transforms of some useful - - Click Here
36 M44-laplace transform ã¢â‚¬â€œ some special results - - Click Here
37 M42-two dimensional heat equation and wave equation - - Click Here
38 M43-laplace transform - - Click Here
39 M13-application of integration ã¢â‚¬â€œ rectification and quadrature - - Click Here
40 M14-application of integration ã¢â‚¬â€œ solids of revolution - - Click Here
41 M20-fourier series for even and odd periodic functions - - Click Here
42 M18-fourier series of periodic functions with period 2b - - Click Here
43 M19-fourier series of functions having period 2c - - Click Here
44 M17-infinite series- tests for positive term series - - Click Here
45 M16-series of arbitrary terms - - Click Here
46 M12-definite integrals - - Click Here
47 M15-infinite series - - Click Here
48 M9-partial differentiation youngã¢â‚¬â„¢s theorem and schwarzã¢â‚¬â„¢s theorem - - Click Here
49 M10-partial differentiation of implicit, homogeneous functions - - Click Here
50 M5-taylor seriesand machlaurian series expansions - - Click Here
51 M3-hyperbolic functions and inverse hyperbolic functions - - Click Here
52 M11-integration by successive reduction - - Click Here
53 M4-successive differentiation - - Click Here
54 M8-partial differentiation - - Click Here
55 M6-curvature and evolutes- - - Click Here
56 M7-curve tracing - - Click Here
57 M33-method of undetermined coefficients, method of variation of parameters and normal form of differential equations - - Click Here
58 M34-particular integral of solutions of differential equations and cauchyã¢â‚¬â„¢s equations - - Click Here
59 M38-linear partial differential equations of higher order with constant coefficients - - Click Here
60 M37-complete solutions of first order non- linear partial differential equations- - - Click Here
61 M32-solution of second order differential equations with variable coefficient- - - Click Here
62 M31-linear differential equations of higher orders - - Click Here
63 M36-solution of partial differential equations. - - Click Here
64 M35-partial differential equations - - Click Here
65 M39-partial differential equations - - Click Here
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