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Sl.No Chapter Name MP4 Download
1Vectors in plane and spaceDownload
2Inner product and distance Download
3Application to real world problemsDownload
4Matrices and determinants Download
5Cross product of two vectorsDownload
6Higher dimensional Euclidean space Download
7Functions of more than one real-variable Download
8Partial derivatives and ContinuityDownload
9Vector-valued maps and Jacobian matrixDownload
10Chain rule for partial derivativesDownload
11The Gradient Vector and Directional Derivative Download
12The Implicit Function TheoremDownload
13Higher Order Partial Derivatives Download
14Taylor's Theorem in Higher Dimension Download
15Maxima and Minima for Several Variables Download
16Second Derivative Test for Maximum and Minimum Download
17Constrained Optimization and The Lagrange Multiplier RuleDownload
18Vector Valued Function and Classical Mechanics Download
19Arc LengthDownload
20Vector FieldsDownload
21Multiple Integral I Download
22Multiple Integral IIDownload
23Multiple Integral IIIDownload
24Multiple Integral IVDownload
25Cylindrical and Spherical CoordinatesDownload
26Multiple Integrals and MechanicsDownload
27Line Integral-IDownload
28Line Integral-IIDownload
29Parametrized Surfaces Download
30Area of a surface IntegralDownload
31Area of parametrized surfaceDownload
32Surface IntegralsDownload
33Green's TheoremDownload
34Stoke's Theorem Download
35Examples of Stoke's TheoremDownload
36Gauss Divergence Theorem Download
37Facts about vector fieldsDownload

Sl.No Chapter Name English
1Vectors in plane and spacePDF unavailable
2Inner product and distance PDF unavailable
3Application to real world problemsPDF unavailable
4Matrices and determinants PDF unavailable
5Cross product of two vectorsPDF unavailable
6Higher dimensional Euclidean space PDF unavailable
7Functions of more than one real-variable PDF unavailable
8Partial derivatives and ContinuityPDF unavailable
9Vector-valued maps and Jacobian matrixPDF unavailable
10Chain rule for partial derivativesPDF unavailable
11The Gradient Vector and Directional Derivative PDF unavailable
12The Implicit Function TheoremPDF unavailable
13Higher Order Partial Derivatives PDF unavailable
14Taylor's Theorem in Higher Dimension PDF unavailable
15Maxima and Minima for Several Variables PDF unavailable
16Second Derivative Test for Maximum and Minimum PDF unavailable
17Constrained Optimization and The Lagrange Multiplier RulePDF unavailable
18Vector Valued Function and Classical Mechanics PDF unavailable
19Arc LengthPDF unavailable
20Vector FieldsPDF unavailable
21Multiple Integral I PDF unavailable
22Multiple Integral IIPDF unavailable
23Multiple Integral IIIPDF unavailable
24Multiple Integral IVPDF unavailable
25Cylindrical and Spherical CoordinatesPDF unavailable
26Multiple Integrals and MechanicsPDF unavailable
27Line Integral-IPDF unavailable
28Line Integral-IIPDF unavailable
29Parametrized Surfaces PDF unavailable
30Area of a surface IntegralPDF unavailable
31Area of parametrized surfacePDF unavailable
32Surface IntegralsPDF unavailable
33Green's TheoremPDF unavailable
34Stoke's Theorem PDF unavailable
35Examples of Stoke's TheoremPDF unavailable
36Gauss Divergence Theorem PDF unavailable
37Facts about vector fieldsPDF unavailable


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