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Riyazi (Mathematics) Channel

Maths Every Body's Cup of Tea
(8491858466)

Prof Tripathi Decimal expansion of Rational Numbers
Prof Tripathi Decimal expansion of Rational Numbers
Prof M A Sofi on Maths Phobia
Prof M A Sofi on Maths Phobia
Lec 6, Ex 1.1, Q4, to Q 14( Transitive Relation)
Lec 6, Ex 1.1, Q4, to Q 14( Transitive Relation)
Lec 5, Ex. 1.1 Q12 to Q15 ( Symmetric Relation) and Q1 to Q3 ( Transitive Relation)
Lec 5, Ex. 1.1 Q12 to Q15 ( Symmetric Relation) and Q1 to Q3 ( Transitive Relation)
Lec 4, Ex 1.1, Q 1 to Q 11, ( Symmetric Relation)
Lec 4, Ex 1.1, Q 1 to Q 11, ( Symmetric Relation)
Lec 3, Q 12 to 16, Symmetric Relation and Q.1 Ex. 1.1
Lec 3, Q 12 to 16, Symmetric Relation and Q.1 Ex. 1.1
Lec 2, Ex. 1.1, Q. 2 to 11( Reflexive Relation related)
Lec 2, Ex. 1.1, Q. 2 to 11( Reflexive Relation related)
Lec 6, Misc Exercise Q. 5, 8, 12, 13, 14
Lec 6, Misc Exercise Q. 5, 8, 12, 13, 14
Lec 5, Miscellaneous Exercise, Q, 1, 2, 4, 10, 11
Lec 5, Miscellaneous Exercise, Q, 1, 2, 4, 10, 11
Lec 4, Ex. 4.1 full
Lec 4, Ex. 4.1 full
Lec 3, Modulus and Conjugate of a Complex number ( Geometrical representation)
Lec 3, Modulus and Conjugate of a Complex number ( Geometrical representation)
Lec 12, Misc Ex Q. 12
Lec 12, Misc Ex Q. 12
Lec 2, Complex Number, and Algebra of Complex numbers
Lec 2, Complex Number, and Algebra of Complex numbers
Lec 12, Misc Ex. Q. 5, 6
Lec 12, Misc Ex. Q. 5, 6
Lec 1, Definition of iota i
Lec 1, Definition of iota i
Lec 11, Misc Ex. Q. 3, 4
Lec 11, Misc Ex. Q. 3, 4
Lec 10, Ex 1.5, Q 6,7 and Example 25, Misc Q 2
Lec 10, Ex 1.5, Q 6,7 and Example 25, Misc Q 2
Lec 9, Compliment of a Set, Ex. 1.5
Lec 9, Compliment of a Set, Ex. 1.5
Lec 8, Difference of sets, Ex. 1.4
Lec 8, Difference of sets, Ex. 1.4
Lec 8, Intersection of Sets
Lec 8, Intersection of Sets
Lec 7, Venn Diagram, Union of Sets with Properties
Lec 7, Venn Diagram, Union of Sets with Properties
Lec 6, Power set, Ex. 1.3, Q. 1 to 8
Lec 6, Power set, Ex. 1.3, Q. 1 to 8
Lec 5, Subsets of R, intervals as subsets of R
Lec 5, Subsets of R, intervals as subsets of R
Lec 4, Ex. 1.2, Q. 4, 5, CONCEPT OF SUBSET
Lec 4, Ex. 1.2, Q. 4, 5, CONCEPT OF SUBSET
Lec 3, Finite and infinite Sets, Equal sets, Ex. 1.2, Q.1,2,3
Lec 3, Finite and infinite Sets, Equal sets, Ex. 1.2, Q.1,2,3
Lec 2, Ex. 1.1, Q. 4,5,6; Empty set Motivation
Lec 2, Ex. 1.1, Q. 4,5,6; Empty set Motivation
Lec 5, Example 9, Ex. 11.2, Q. 11, 12 on angle between 2 lines
Lec 5, Example 9, Ex. 11.2, Q. 11, 12 on angle between 2 lines
Lec 4, # Ex. 11.2, Q. 3, 4, 5, 6, 7, 8# Angle b/w two Lines
Lec 4, # Ex. 11.2, Q. 3, 4, 5, 6, 7, 8# Angle b/w two Lines
Lec 3, Equation of Line Via 2 given Points, Examples 6,7,8
Lec 3, Equation of Line Via 2 given Points, Examples 6,7,8
Lec 2, Examples 4, 5 and =N of Line via a given point A and Parallel to the given Vector m
Lec 2, Examples 4, 5 and =N of Line via a given point A and Parallel to the given Vector m
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