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SET THEORY
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introduction of sets LEC 1
47:00
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subset , power set lecture 2
46:00
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set theory (lecture1 + lecture 2) PDF
(27 pages)
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set theory daily test 1 solution
16:00
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set theory daily test 1
(11 pages)
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set theory lecture 3 (union and intersection of sets )
48:00
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set theory lecture 3 PDF
(16 pages)
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complement of set (set theory lec 4)
37:00
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set theory lecture 4 pdf
(14 pages)
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proof of de morgan's law
35:00
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set theory lecture 5
(11 pages)
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practical applications of set operations (set theory lect 6)
39:00
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set theory lecture 6
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countable and uncountable set ( set theory lecture 7)
35:00
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set theory lecture 7
(15 pages)
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supremum , infimum part 1( set theory lecture 8)
42:00
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set theory lecture 8
(15 pages)
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supremum, infimum part 2 ( set theory lec 9)
27:00
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set theory lecture 9
(12 pages)
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Relation and function
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cartesian product of sets (relation and function lec 1)
46:00
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relation and function lec 1
(15 pages)
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introduction of relation (relation and function lec 2)
34:00
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relation and function lec 2
(12 pages)
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Types of relations (relation and function lec 3)
45:00
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relations and function lec 3
(16 pages)
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Equivalence relation (relation and functions lec 4)
45:00
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relation and function lec 4
(17 pages)
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intoduction of functions (relation and functions lec 5)
31:00
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relation and function lec 5
(15 pages)
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special types of function (relations and functions lec 6)
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relation and function lec 6
(20 pages)
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Algebra and Composition of functions (relation and functions lec 7)
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relation and function lec 7
(19 pages)
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classification of functions (relations and functions lec 8)
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relation and function lec 8
(23 pages)
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