UNIT 1 MATHEMATICS AND SYMBOLIC
LOGIC
CONTENTS
1.0 Introduction
2.0 Objectives
3.0 Main Content
3.1 Definition
3.2 Some objectives of Symbolic Logical reasoning
3.3 Definition of Basic Logical Terms
3.4 Connectives
3.5 Tautology and Contradiction
3.6 An Argument
3.7 Algebra of Propositions
3.8 Conjunction (p q)
3.9 Disjunction (p q)
3.10 Negation
3.10.1 Conditional (p q)
3.10.2 Bi-conditional (p q)
3.10.3 Laws of Algebra of Proposition
3.10.4 Converse/Inverse and Contra-positive Statements
UNIT 2 MATRICES AND DETERMINANT
CONTENTS
1.0 Introduction
2.0 Objectives
3.0 Main Content
3.1 Definition
3.2 Square Matrix
3.3 Types of Matrix
3.4 Equality of Matrix
3.5 Algebra of Matrices
3.6 Scalar Multiplication of Matrices
3.6.1 Multiplication of Matrix
3.7 Determinant of A Matrix
3.7.1 Singularity in Matrix
3.7.2 Application of Determinant
3.7.3 Matrix Inversion
3.8 Theorem
NIT 3 VECTORS AND COMPLEX NUMBERS
CONTENTS
1.0 Introduction
2.0 Objectives
3.0 Main Content
3.1 Vectors
3.1.1 Types of Vectors
3.1.2 Vector Representation
3.1.3 Definitions
3.1.4 Vectors Addition
3.1.5 Subtraction of Vectors
3.1.6 Multiplication of Vectors
3.1.7 Position Vectors
3.1.8 Unit Vectors
3.2 Complex Numbers
3.2.1 Properties of Imaginary Numbers
3.2.2 Algebra of Complex Numbers
3.2.3 Scalar Multiplication in Complex Numbers
3.2.4 Multiplication of Complex Numbers
3.2.5 Division of Complex Numbers
3.2.6 Absolute Value or Modulus of a Complex Number
3.2.7 Working Distances in Complex Numbers
3.2.8 Polar Form of Complex Numbers
UNIT 4 INTRODUCTION TO STRAIGHT LINES
CONTENTS
1.0 Introduction
2.0 Objectives
3.0 Main Content
3.1 Definition
3.2 Determination of a Point in (x, y) - Plane
3.3 Distance Between Two Points
3.4 Gradient or Slope of a Straight Line
3.5 Equations of a straight Line with Slope “m”
3.5.1 Graphical Illustrations of Equation of a Straight
Line
3.5.2 Equation of a Line given One Point and the Slope
3.5.3 Equation of a Line given Two Points
3.5.4 Equation of a Line given Intercepts on „X‟ and „y”
axis only
3.6 Intersection of two Lines
3.7 Parallel and Perpendicular Lines
3.8 Application of Straight Lines to Business
3.9 Inequalities
UNIT 5 INTRODUCTION TO CIRCLE
CONTENTS
1.0 Introduction
2.0 Objectives
3.0 Main Content
3.1 Definition
3.2 Properties of Equation of a Circle
SIMPLE SEQUENCE AND SERIES
1.0 Introduction
2.0 Objectives
3.0 Main Content
3.1 Definition
3.2 Arithmetic Sequence (A. P)
3.3 Geometric Sequence (G. P)
LIMITS
CONTENTS
1.0 Introduction
2.0 Objectives
3.0 Main Content
3.1 Definition
3.2 Properties on Limits
3.3 Limits at Infinity
3.4 Discrete and Continuous Variable
3.4.1 Property of Continuity
DIFFERENTIATION AND INTEGRATION
CONTENTS
1.0 Introduction
2.0 Objectives
3.0 Main Content
3.1 Definition of Differentiation
3.2 Techniques of Differentiation
3.2.1 Differentiation of Trigonometric Functions
3.2.2 Differentiation of Inverse Trigonometry Function
3.2.3 Differentiation of Exponential Functions
3.2.4 Differentiation of Logarithmic Functions
3.3 Definition of Integration
3.3.1 Properties of Integration
3.3.2 Integration of Functions of a Function
3.3.3 Integration as Summation
3.4 Application of Integration to a Business Problem
MAXIMUM AND MINIMUM POINTS AND
VALUE
MATHEMATICS FOR MANAGEMENT SCIENCES is
designed to teach you how mathematics could be used in solving
problems in the contemporary business world. Therefore, the course is
structured to expose you to the skills required in other to attain a level of
proficiency in business management.you can download the book by clicking the link below.
MATHEMATICS FOR MANAGEMENT SCIENCES EBOOK pdf
the contents of the course are
1.0 Introduction
2.0 Objectives
3.0 Main Content
3.1 Stationary Points
3.2 How to Find Stationary Points
3.3 Nature of Turning Points
3.4 Maximum and Minimum Value
3.5 Point of Inflexion
3.6 Applications of Maxima and Minima to Business
LINEAR PROGRAMMING (INEQUALITIES
AND CONSTRAINTS
1.0 Introduction
2.0 Objectives
3.0 Main Content
3.1 Method of Linear Programming
3.2 Step in Linear Programming
3.3 Slack
LOGIC
CONTENTS
1.0 Introduction
2.0 Objectives
3.0 Main Content
3.1 Definition
3.2 Some objectives of Symbolic Logical reasoning
3.3 Definition of Basic Logical Terms
3.4 Connectives
3.5 Tautology and Contradiction
3.6 An Argument
3.7 Algebra of Propositions
3.8 Conjunction (p q)
3.9 Disjunction (p q)
3.10 Negation
3.10.1 Conditional (p q)
3.10.2 Bi-conditional (p q)
3.10.3 Laws of Algebra of Proposition
3.10.4 Converse/Inverse and Contra-positive Statements
UNIT 2 MATRICES AND DETERMINANT
CONTENTS
1.0 Introduction
2.0 Objectives
3.0 Main Content
3.1 Definition
3.2 Square Matrix
3.3 Types of Matrix
3.4 Equality of Matrix
3.5 Algebra of Matrices
3.6 Scalar Multiplication of Matrices
3.6.1 Multiplication of Matrix
3.7 Determinant of A Matrix
3.7.1 Singularity in Matrix
3.7.2 Application of Determinant
3.7.3 Matrix Inversion
3.8 Theorem
NIT 3 VECTORS AND COMPLEX NUMBERS
CONTENTS
1.0 Introduction
2.0 Objectives
3.0 Main Content
3.1 Vectors
3.1.1 Types of Vectors
3.1.2 Vector Representation
3.1.3 Definitions
3.1.4 Vectors Addition
3.1.5 Subtraction of Vectors
3.1.6 Multiplication of Vectors
3.1.7 Position Vectors
3.1.8 Unit Vectors
3.2 Complex Numbers
3.2.1 Properties of Imaginary Numbers
3.2.2 Algebra of Complex Numbers
3.2.3 Scalar Multiplication in Complex Numbers
3.2.4 Multiplication of Complex Numbers
3.2.5 Division of Complex Numbers
3.2.6 Absolute Value or Modulus of a Complex Number
3.2.7 Working Distances in Complex Numbers
3.2.8 Polar Form of Complex Numbers
UNIT 4 INTRODUCTION TO STRAIGHT LINES
CONTENTS
1.0 Introduction
2.0 Objectives
3.0 Main Content
3.1 Definition
3.2 Determination of a Point in (x, y) - Plane
3.3 Distance Between Two Points
3.4 Gradient or Slope of a Straight Line
3.5 Equations of a straight Line with Slope “m”
3.5.1 Graphical Illustrations of Equation of a Straight
Line
3.5.2 Equation of a Line given One Point and the Slope
3.5.3 Equation of a Line given Two Points
3.5.4 Equation of a Line given Intercepts on „X‟ and „y”
axis only
3.6 Intersection of two Lines
3.7 Parallel and Perpendicular Lines
3.8 Application of Straight Lines to Business
3.9 Inequalities
UNIT 5 INTRODUCTION TO CIRCLE
CONTENTS
1.0 Introduction
2.0 Objectives
3.0 Main Content
3.1 Definition
3.2 Properties of Equation of a Circle
SIMPLE SEQUENCE AND SERIES
1.0 Introduction
2.0 Objectives
3.0 Main Content
3.1 Definition
3.2 Arithmetic Sequence (A. P)
3.3 Geometric Sequence (G. P)
LIMITS
CONTENTS
1.0 Introduction
2.0 Objectives
3.0 Main Content
3.1 Definition
3.2 Properties on Limits
3.3 Limits at Infinity
3.4 Discrete and Continuous Variable
3.4.1 Property of Continuity
DIFFERENTIATION AND INTEGRATION
CONTENTS
1.0 Introduction
2.0 Objectives
3.0 Main Content
3.1 Definition of Differentiation
3.2 Techniques of Differentiation
3.2.1 Differentiation of Trigonometric Functions
3.2.2 Differentiation of Inverse Trigonometry Function
3.2.3 Differentiation of Exponential Functions
3.2.4 Differentiation of Logarithmic Functions
3.3 Definition of Integration
3.3.1 Properties of Integration
3.3.2 Integration of Functions of a Function
3.3.3 Integration as Summation
3.4 Application of Integration to a Business Problem
MAXIMUM AND MINIMUM POINTS AND
VALUE
MATHEMATICS FOR MANAGEMENT SCIENCES is
designed to teach you how mathematics could be used in solving
problems in the contemporary business world. Therefore, the course is
structured to expose you to the skills required in other to attain a level of
proficiency in business management.you can download the book by clicking the link below.
MATHEMATICS FOR MANAGEMENT SCIENCES EBOOK pdf
the contents of the course are
1.0 Introduction
2.0 Objectives
3.0 Main Content
3.1 Stationary Points
3.2 How to Find Stationary Points
3.3 Nature of Turning Points
3.4 Maximum and Minimum Value
3.5 Point of Inflexion
3.6 Applications of Maxima and Minima to Business
LINEAR PROGRAMMING (INEQUALITIES
AND CONSTRAINTS
1.0 Introduction
2.0 Objectives
3.0 Main Content
3.1 Method of Linear Programming
3.2 Step in Linear Programming
3.3 Slack
Class 10 sindh books Sindh textbook board books PDF Download
ReplyDelete