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Sl.No Chapter Name MP4 Download
1Functions of several variablesDownload
2Limits for multivariable functions-IDownload
3 Limits for multivariable functions-IIDownload
4Continuity of multivariable functionsDownload
5Partial Derivatives-IDownload
6Partial Derivatives-II Download
7Differentiability-IDownload
8Differentiability-IIDownload
9Chain rule-IDownload
10Chain rule-IIDownload
11Change of variablesDownload
12Euler’s theorem for homogeneous functions Download
13Tangent planes and Normal lines Download
14Extreme values-I Download
15Extreme values-II Download
16Lagrange multipliers Download
17Taylor’s theorem Download
18Error approximation Download
19Polar-curves Download
20Multiple Integrals Download
21Change Of Order Of Integration Download
22Change of Variables in Multiple Integral Download
23Introduction to Gamma Function Download
24Introduction to Beta Function Download
25Properties of Beta and Gamma Functions-I Download
26Properties of Beta and Gamma Functions-II Download
27Dirichlet's Integral Download
28Applications of Multiple Integrals Download
29Vector Differentiation Download
30Gradient of a Scalar Field and Directional Derivative Download
31Normal Vector and Potential field Download
32Gradient(Identities), Divergence and Curl(Identities) Download
33Some Identities on Divergence and Curl Download
34Line Integral (I) Download
35Applications of Line Integrals Download
36Green's Theorem Download
37Surface Area Download
38Surface Integral Download
39Divergence Theorem of Gauss Download
40Stoke's Theorem Download

Sl.No Chapter Name English
1Functions of several variablesDownload
Verified
2Limits for multivariable functions-IDownload
Verified
3 Limits for multivariable functions-IIDownload
Verified
4Continuity of multivariable functionsDownload
Verified
5Partial Derivatives-IDownload
Verified
6Partial Derivatives-II Download
Verified
7Differentiability-IDownload
Verified
8Differentiability-IIDownload
Verified
9Chain rule-IDownload
Verified
10Chain rule-IIDownload
Verified
11Change of variablesDownload
Verified
12Euler’s theorem for homogeneous functions Download
Verified
13Tangent planes and Normal lines Download
Verified
14Extreme values-I Download
Verified
15Extreme values-II Download
Verified
16Lagrange multipliers Download
Verified
17Taylor’s theorem Download
Verified
18Error approximation Download
Verified
19Polar-curves Download
Verified
20Multiple Integrals Download
Verified
21Change Of Order Of Integration Download
Verified
22Change of Variables in Multiple Integral Download
Verified
23Introduction to Gamma Function Download
Verified
24Introduction to Beta Function Download
Verified
25Properties of Beta and Gamma Functions-I Download
Verified
26Properties of Beta and Gamma Functions-II Download
Verified
27Dirichlet's Integral Download
Verified
28Applications of Multiple Integrals Download
Verified
29Vector Differentiation Download
Verified
30Gradient of a Scalar Field and Directional Derivative Download
Verified
31Normal Vector and Potential field Download
Verified
32Gradient(Identities), Divergence and Curl(Identities) Download
Verified
33Some Identities on Divergence and Curl Download
Verified
34Line Integral (I) Download
Verified
35Applications of Line Integrals Download
Verified
36Green's Theorem Download
Verified
37Surface Area Download
Verified
38Surface Integral Download
Verified
39Divergence Theorem of Gauss Download
Verified
40Stoke's Theorem Download
Verified


Sl.No Language Book link
1EnglishNot Available
2BengaliNot Available
3GujaratiNot Available
4HindiNot Available
5KannadaNot Available
6MalayalamNot Available
7MarathiNot Available
8TamilNot Available
9TeluguNot Available