Skip to main content
TR

BASIC MATHEMATICS

Course
MATH107 - BASIC MATHEMATICS
Department
Basic Sciences and Humanities
Course Type
Course
Status
Required
Language
English
Credit
2
ECTS
4
T+P+L
2 + 0 + 0
Course Coordinator(s)
Dr. Temitayo Margaret OMOYENI
Prerequisite
-
Keywords

Course Description

This course is designed for students of several faculties such as pharmacy, architecture, applied sciences and communication. The objective of the course is to introduce the students to fundamental principles about basic concepts of mathematics. It gives an introduction to the real number system followed with inequalities, solution of inequalities and its applications, which related to students' departments. Rectangular coordinate systems, Phytagorean Theorem, finding distance between two points, slope and Mid-Point on XY plane are also covered in this course. Functions such as type of functions, domain and range considerations, and graphical representation of the functions are important topics which are also discussed in this course.

BASIC MATHEMATICS

Evaluation Tools (Active Term)

Item Type Weight (%)
Final Exam Final 50
Midterm Exam Midterm 40
Quiz Quiz 10
Total 100

Course outcomes

  1. 01 1. Define the fundamental principles about basic concepts of mathematics
  2. 02 2. Apply problem solving approaches to the real life problems
  3. 03 3. Define the types of functions
  4. 04 4. Draw the graph of functions

Course Syllabus

Week Topic
Week 1 Some Preliminaries: Real Number System, Solving First & Second degree equations in one variable
Week 2 Inequalities and their solutions, absolute values, Application of Inequalities
Week 3 Introduction to Rectangular coordinate system
Week 4 Rectangular coordinate system; Using Phytagorean Theorem, Distance & Mid-Point on XY plane
Week 5 Linear Equations:Characteristic of Linear equations, Graphical characteristics
Week 6 Slope intercept form, Determine the equation of a straight line, Linear equations involving more than two variables
Week 7 Midterm Exams
Week 8 Midterm Exams & Review
Week 9 System of Linear Equations:Two variable systems of equations, Gaussian Ellimination Method.
Week 10 Mathematical Functions: Type of Functions
Week 11 Mathematical Functions: Domain and Range Consideration
Week 12 Graphical representation of functions
Week 13 Basic Geometry Properties
Week 14 Final Exams
Week 15 -

Reference Books & Course Materials

  1. 01 Ernest F. Haeussler, Richard S. Paul, R.J. J. Wood, Pearson, Introductory Mathematical Analysis for Business, Economics and the Life and Social Sciences: International Edition, 12/E, 2007

Learning Outcomes

  1. L01 1. Define the fundamental principles about basic concepts of mathematics
  2. L02 2. Apply problem solving approaches to the real life problems
  3. L03 3. Define the types of functions
  4. L04 4. Draw the graph of functions

Program Outcomes

  1. P01 Becoming aware of sufficient theoretical knowledge in basic engineering and agricultural science
  2. P02 Having sufficient theoretical knowledge in basic agricultural production especially in pomology, viticulture, olericulture, floriculture and agronomy, and their breeding
  3. P03 Being well equiped with practical experiences in agriculture
  4. P04 Finding the source of environmental, biotic, abiotic, technical and economical problems in agricultural crops which reduce yield and quality, and create solutions to related problems
  5. P05 Defining, classifying and naming cultivated crop plants and knowing how to manage them
  6. P06 Breeding of horticultural and field crops, developing new cultivars and producing propagation materials of new developed varieties
  7. P07 Applying up-to-date methods and techniques for preserving genetic resources and environment for sustainable use in agricultural commodities
  8. P08 Evaluating, asseying and analyzing the changes in cultivation of horticultural and agronomic crops in respect to irrigation, fertilization, defining pests and diseases and after postharvest handling
  9. P09 Establishing and managing orchards, vineyards and field crop productions and greenhouse operations
  10. P10 Obtaining data in horticulture and field crops along with researching, considering, recording, consulting and expert abilities, project writing and applying
  11. P11 Identifying different roles in enchancing individual abilities and skills beside taking responsibilities, participations in team works under any given conditions
  12. P12 Easily accessing to appropriate information and thinking analytically in their interested area and subjects. They can do accurate timing and planning in agricultural productions in year round. They think analytically, prepare questionaries, have an exploratory and creative vision and use the obtained knowledge for the benefit of farmers and societies
  13. P13 Having ability to transfer information and also able to easily communicate with the people in the field at different levels. They have self - confidence and self- improvement skills as well

Po-Lo Matrix

LO P01 P02 P03 P04 P05 P06 P07 P08 P09 P10 P11 P12 P13 Average
L01 - - - - - - - - - - - - - -
L02 - - - - - - - - - - - - - -
L03 - - - - - - - - - - - - - -
L04 - - - - - - - - - - - - - -