Description

Mathematics aims to give students an appreciation of the usefulness, power and beauty of the subject. Mathematics enables people to model events and situations and provides a key to understanding the world in which we live. A study of mathematics also provides the opportunity to study the language of mathematics for its own sake. hasizes on the negotiating within groups & bee

Program

Marketing and International Business

Objectives

This course provides the student with different mathematical tools which includes: functions and its graph, solving system of linear equations, matrices and determinants Mathematics intends that students will: Develop a positive attitude toward the continued learning of mathematics Appreciate the usefulness, power and beauty of mathematics and recognize its relationship with other disciplines and with everyday life Gain knowledge and develop understanding of mathematical concepts

Textbook

Data will be available soon!

Course Content

content serial	Description
1	Functions Concept of a function Graph of a function Linear and quadratic functions General form of linear function Slope of linear function General form of quadratic function Solving quadratic function Polynomial and rational function
2	Matrices method Solving system of linear equation Determinants method Linear inequalities Concept of linear inequality Solving linear inequality
3	Exponential and Logarithmic functions General form of exponential function Graph of exponential function Logarithmic function Graph of logarithmic function
4	Set theory Concept of a set Sets properties Union of sets Intersection of sets Difference between sets
5	Matrices Concept of a matrix Transpose of a matrix Addition/subtraction of matrices Multiplication of matrices
6	Simple interest and discounts Simple interest formula Discounts
7	Determinants Determinants of 2 X 2 Determinants of 3 X 3
8	Compound interest and present value of an annuity Finding compound interest Finding present value of an annuity
9	System of linear equations Gauss-Jordan Method System of linear equation
10
11
12
13
14
15
16
1	Functions Concept of a function Graph of a function Linear and quadratic functions General form of linear function Slope of linear function General form of quadratic function Solving quadratic function Polynomial and rational function
2	Matrices method Solving system of linear equation Determinants method Linear inequalities Concept of linear inequality Solving linear inequality
3	Exponential and Logarithmic functions General form of exponential function Graph of exponential function Logarithmic function Graph of logarithmic function
4	Set theory Concept of a set Sets properties Union of sets Intersection of sets Difference between sets
5	Matrices Concept of a matrix Transpose of a matrix Addition/subtraction of matrices Multiplication of matrices
6	Simple interest and discounts Simple interest formula Discounts
7	Determinants Determinants of 2 X 2 Determinants of 3 X 3
8	Compound interest and present value of an annuity Finding compound interest Finding present value of an annuity
9	System of linear equations Gauss-Jordan Method System of linear equation
10
11
12
13
14
15
16
1	Functions Concept of a function Graph of a function Linear and quadratic functions General form of linear function Slope of linear function General form of quadratic function Solving quadratic function Polynomial and rational function
2	Matrices method Solving system of linear equation Determinants method Linear inequalities Concept of linear inequality Solving linear inequality
3	Exponential and Logarithmic functions General form of exponential function Graph of exponential function Logarithmic function Graph of logarithmic function
4	Set theory Concept of a set Sets properties Union of sets Intersection of sets Difference between sets
5	Matrices Concept of a matrix Transpose of a matrix Addition/subtraction of matrices Multiplication of matrices
6	Simple interest and discounts Simple interest formula Discounts
7	Determinants Determinants of 2 X 2 Determinants of 3 X 3
8	Compound interest and present value of an annuity Finding compound interest Finding present value of an annuity
9	System of linear equations Gauss-Jordan Method System of linear equation
10
11
12
13
14
15
16
1	Functions Concept of a function Graph of a function Linear and quadratic functions General form of linear function Slope of linear function General form of quadratic function Solving quadratic function Polynomial and rational function
2	Matrices method Solving system of linear equation Determinants method Linear inequalities Concept of linear inequality Solving linear inequality
3	Exponential and Logarithmic functions General form of exponential function Graph of exponential function Logarithmic function Graph of logarithmic function
4	Set theory Concept of a set Sets properties Union of sets Intersection of sets Difference between sets
5	Matrices Concept of a matrix Transpose of a matrix Addition/subtraction of matrices Multiplication of matrices
6	Simple interest and discounts Simple interest formula Discounts
7	Determinants Determinants of 2 X 2 Determinants of 3 X 3
8	Compound interest and present value of an annuity Finding compound interest Finding present value of an annuity
9	System of linear equations Gauss-Jordan Method System of linear equation
10
11
12
13
14
15
16

Markets and Career

Generation, transmission, distribution and utilization of electrical power for public and private sectors to secure both continuous and emergency demands.
Electrical power feeding for civil and military marine and aviation utilities.
Electrical works in construction engineering.

Degree Bachelor
Code: EB127
Credit hrs: 3
Prequisites: None

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Mathematics