Course Content
SET THEORY
0/24
INTRODUCTION TO SET THEORY
03:06
TYPES OF SET
11:02
UNION OF SET
02:44
INTERSECTION OF SETS
07:19
THE DIFFERENCE OF TWO SETS
01:56
SYMMETRIC DIFFERENCE
03:34
PROPERTIES OF SYMMETRIC DIFFERENCE
02:21
PROBLEM ( PROPERTY OF SYMMETRIC DIFFERENCE )
06:30
COMPLEMENTS OF SET
01:16
PROBLEM INVOLVING COMPLEMENT OF SET
04:05
IDEMPOTENT LAWS OF SET (Algebraic laws of set)
01:57
IDENTITY LAWS OF SET (Algebraic laws of set)
01:47
COMPLEMENT LAWS OF SET ( Algebraic laws of set )
01:23
COMMUTATIVE LAWS OF SET (Algebraic laws of set )
02:16
ASSOCIATIVE LAWS OF SET
01:33
DISTRIBUTIVE LAWS OF SET(ALGEBRAIC LAW OF SET)
02:34
PROBLEM INVOLVING DISTRIBUTIVE LAWS OF SET
02:49
DE MORGAN’S LAW (ALGEBRAIC LAWS OF SET)
01:45
PROBLEM INVOLVING DE MORGANS LAW OF SET(ALGEBRAIC LAWS OF SET PROBLEM 1)
03:12
PROBLEM INVOLVING ALGEBRAIC LAWS OF SET 3
03:21
PROBLEM INVOLVING ALGEBRAIC LAWS OF SET 4
03:12
PRACTISE TEST
10:00
Assignments: Introduction to set
Assignments
APPLICATION OF SET THEORY
0/9
VENN DIAGRAM
05:00
VENN DIAGRAM INVOLVING TWO SETS
02:36
PROBLEM 1 ( VENN DIAGRAM INVOLVING TWO SETS )
03:10
PROBLEM 2 ( VENN DIAGRAM INVOLVING TWO SETS )
02:42
PROBLEM 3 ( VENN DIAGRAM INVOLVING TWO SETS )
02:11
PROBLEM 4 ( VENN DIAGRAM INVOLVING TWO SETS )
02:08
VENN DIAGRAM INVOLVING THREE SETS
05:00
NUMBER OF ELEMENTS IN TWO SETS
11:02
NUMBER OF ELEMENTS IN THREE SETS
19:00
SEQUENCE AND SERIES
0/5
INTRODUCTION TO SEQUENCE
07:00
LINEAR SEQUENCE
07:00
EXPONENTIAL SEQUENCE
06:00
SERIES
09:15
TRIANGULAR SEQUENCE
16:01
ALGEBRAIC EQUATIONS
0/10
QUADRATIC TRINOMIALS
05:00
HOW TO FACTORIZE QUADRATIC TRINOMIALS
22:00
QUADRATIC EQUATIONS
26:02
METHOD OF COMPLETING THE SQUARE
07:00
THE QUADRATIC FORMULAR
10:00
SUM AND PRODUCT OF ROOT OF A QUADRATIC EQUATION
19:26
SYMMETRIC PROPERTIES OF ROOT
15:00
THE QUADRATIC GRAPHS
12:48
MAXIMUM AND MINIMUM VALUES
14:00
ONE LINEAR, ONE QUADRATIC
13:08
POLYNOMIALS
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INTRODUCTION TO POLYNOMIALS
11:00
ADDITION AND SUBTRACTION OF POLYNOMIALS
09:00
MULTIPLICATION OF POLYNOMIALS
21:03
DIVISION OF POLYNOMIALS
18:00
ZEROS OF POLYNOMIALS
06:01
THE REMAINDERS THEOREM
15:05
GRAPHS OF POLYNOMIAL
08:00
PARTIAL FRACTION
0/7
PARTIAL AND COMPOUND FRACTIONS
11:00
HOW TO SPLIT A FRACTION
08:00
TYPES OF PARTIAL FRACTION
02:02
NON-REPEATED LINEAR FACTORS AT THE DENOMINATOR
11:02
QUADRATIC FACTORS AT THE DENOMINATOR
08:00
REPEATED FACTORS AT THE DENOMINATOR
11:00
IMPROPER FRACTION
09:00
TRIGONOMETRIC RATIO, EQUATIONS AND COMPOUNDS
0/5
TRIGONOMETRIC IDENTITIES
09:00
TRIGONOMETRIC EQUATIONS
14:05
ADDITION FORMULAE
31:00
MULTIPLE ANGLES
14:06
PRODUCT FORMULAE
11:03
PERMUTATION AND COMBINATION
0/8
FACTORIALS
05:00
PERMUTATION
11:00
PERMUTATION OF n DISTINCT OBJECTS TAKEN r OF THEM AT A TIME.
10:02
PERMUTATION INVOLVING IDENTICAL OBJECTS
10:04
CONDITIONAL PERMUTATION
11:42
CYCLIC PERMUTATION
13:00
COMBINATIONS
13:00
ALGEBRAIC PROPERTIES OF COMBINATION nCr
08:02
BINOMIAL THEOREM
0/6
INTRODUCTION TO BINOMIALS
11:00
THE BINOMIAL THEOREM OF A POSITIVE INTEGRAL INDEX
09:00
THE BINOMIAL THEOREM WHEN n IS NOT A POSITIVE INTEGER
08:00
THE USE OF BINOMIAL THEOREM IN APPROXIMATION
18:06
PRINCIPLE OF MATHEMATICAL INDUCTION
20:00
PROOF OF THE BINOMIAL THEOREM WHEN n IS A POSITIVE INTEGRAL
09:01
COMPLEX NUMBER
0/8
CARTESIAN COMPLEX NUMBER
08:00
THE ARGAN DIAGRAM
08:00
ADDITION AND SUBTRACTION OF COMPLEX NUMBER
06:08
MULTIPLICATION AND DIVISION OF COMPLEX NUMBER
12:03
COMPLEX EQUATIONS
08:05
THE POLAR FORM OF A COMPLEX NUMBER
10:00
MULTIPLICATION AND DIVISION IN POLAR FORM
08:00
APPLICATIONS OF COMPLEX NUMBER
05:11
ALGEBRA & TRIGONOMETRY (MAT 101)
About Lesson

50 students are asked about their holiday activities, 32 read their books and 22 played football. how many did both ?

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