Module NameDownloadDescriptionDownload Size
Differential Calculus Of Sevral Variablesweek1week196 kb
Directional derivatives , chain ruleweek2week2113 kb
Taylorís formula and maximum minimum for real valued functionsweek3week393 kb

Sl.No Chapter Name English
1Introduction to Several Variables and Notion Of distance in RnPDF unavailable
2Countinuity And CompactnessPDF unavailable
3Countinuity And ConnectdnessPDF unavailable
4Derivatives: Possible DefinitionPDF unavailable
5Matrix Of Linear TransformationPDF unavailable
6Examples for Differentiable functionPDF unavailable
7Sufficient condition of differentiabilityPDF unavailable
8Chain RulePDF unavailable
9Mean Value TheoremPDF unavailable
10Higher Order DerivativesPDF unavailable
11Taylor\'s FormulaPDF unavailable
12Maximum And MinimumPDF unavailable
13Second derivative test for maximum, minimum and saddle pointPDF unavailable
14We formalise the second derivative test discussed in Lecture 2 and do examples.PDF unavailable
15Specialisation to functions of two variablesPDF unavailable
16Implicit Function TheoremPDF unavailable
17Implicit Function Theorem -aPDF unavailable
18Application of IFT: Lagrange\'s Multipliers MethodPDF unavailable
19Application of IFT: Lagrange\'s Multipliers Method- bPDF unavailable
20Application of IFT: Lagrange\'s Multipliers Method - cPDF unavailable
21Application of IFT: Inverse Function Theorem - cPDF unavailable


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