Sl.No Chapter Name MP4 Download
1Introduction to NumbersDownload
2Countability and UncountabilityDownload
3Examples of Irrational numbersDownload
4FunctionsDownload
5Limits of Functions-IDownload
6Limit of Functions- IIDownload
7Continuous FunctionsDownload
8Intermediate Value TheoremDownload
9Maximum Value TheoremDownload
10Supremum and InfimumDownload
11Derivative of a FunctionDownload
12Rules of Differentiation Download
13Maxima and MinimaDownload
14Rolles Theorem and Lagrange Mean Value Theorem (MVT) Download
15Monotonic Functions and Inverse FunctionsDownload
16Newton’s Method for solving EquationsDownload
17Optimization ProblemsDownload
18Integration-I : In the style of Newton and LeibnitzDownload
19Integration-II : In the spirit of Newton and LeibnitzDownload
20Integration-III : Newton and Leibnitz StyleDownload
21Integration theory of Riemann-IDownload
22Integration theory of Riemann-II Download
23Integration RuleDownload
24Fundamental Theorem of Calculus (in Riemann style)Download
25The Kurzweil-Henstock Integral (K-H Integral) Download
26Calculating Indefinite IntegralsDownload
27Improper Integral-IDownload
28Improper Integral-IIDownload
29Application of Definite Integral-IDownload
30Application of definite Integral-IIDownload
31Application of definite Integral-IIIDownload
32Application of definite Integral-III (Contd.)Download
33Numerical Integration-IDownload
34Numerical Integration-IIDownload
35SequencesDownload
36Sequence (continued)Download
37Infinite SeriesDownload
38infinite series (continued)Download
39Taylors Theorem, other issues and end of the course-IDownload
40Taylors Theorem, other issues and end of the course-IIDownload

Sl.No Chapter Name English
1Introduction to NumbersDownload
Verified
2Countability and UncountabilityDownload
Verified
3Examples of Irrational numbersDownload
Verified
4FunctionsDownload
Verified
5Limits of Functions-IDownload
Verified
6Limit of Functions- IIDownload
Verified
7Continuous FunctionsDownload
Verified
8Intermediate Value TheoremDownload
Verified
9Maximum Value TheoremDownload
Verified
10Supremum and InfimumDownload
Verified
11Derivative of a FunctionPDF unavailable
12Rules of Differentiation PDF unavailable
13Maxima and MinimaPDF unavailable
14Rolles Theorem and Lagrange Mean Value Theorem (MVT) PDF unavailable
15Monotonic Functions and Inverse FunctionsPDF unavailable
16Newton’s Method for solving EquationsPDF unavailable
17Optimization ProblemsPDF unavailable
18Integration-I : In the style of Newton and LeibnitzPDF unavailable
19Integration-II : In the spirit of Newton and LeibnitzPDF unavailable
20Integration-III : Newton and Leibnitz StylePDF unavailable
21Integration theory of Riemann-IPDF unavailable
22Integration theory of Riemann-II PDF unavailable
23Integration RulePDF unavailable
24Fundamental Theorem of Calculus (in Riemann style)PDF unavailable
25The Kurzweil-Henstock Integral (K-H Integral) PDF unavailable
26Calculating Indefinite IntegralsPDF unavailable
27Improper Integral-IPDF unavailable
28Improper Integral-IIPDF unavailable
29Application of Definite Integral-IPDF unavailable
30Application of definite Integral-IIPDF unavailable
31Application of definite Integral-IIIPDF unavailable
32Application of definite Integral-III (Contd.)PDF unavailable
33Numerical Integration-IPDF unavailable
34Numerical Integration-IIPDF unavailable
35SequencesPDF unavailable
36Sequence (continued)PDF unavailable
37Infinite SeriesPDF unavailable
38infinite series (continued)PDF unavailable
39Taylors Theorem, other issues and end of the course-IPDF unavailable
40Taylors Theorem, other issues and end of the course-IIPDF unavailable


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