MM111 : General Mathematics 1

Department

Academic Program

Type

University requirement

Credits

Prerequisite

Overview

Summarized course

This course provides students with basic concepts of real functions in a single variable, and concepts of ends and continuity. It also addresses the rules of differentiation. This course aims to develop the student's ability to determine the types of real, compulsory and non-compulsory functions, to chart them, to determine the scope, extent and reverse functions of them, to determine the existence of the end, as well as to know the continuity of the functions and to determine whether they are derivable. The course also aims to enhance students' skills in drawing curves using preferential concepts and demonstrations, through scheduled training and the diversity of evaluation methods. The rapporteur focuses on understanding real functions in a single and derivative variable and its applications that help him to understand the behaviour of multiple functions in his future study.

Intended learning outcomes

At the end of the course, the student must be able to:

1. Explains group concepts, periods and variations .

2. Recognizes functions, types and reverse function .

3. Shows how to find the range and range of real functions and represents them graphically .

4. Distinguishes marital, individual, monocultural, superior and monocultural functions. .

5. Resolves discrepancies using periods .

6. Paints and represents the student's real compulsive and non-algebraic functions .

7. Explains the existence of the end .

8. Tests continuity of functions .

9. Demonstrates theories, laws and rules of terminations, communication and derivation.

10. It applies end and communication laws to resolve issues with more than one idea.

11. Resolves issues including derivative rules, mathematical and physical applications and problems.

12. . Derivative applications are used to draw curves and some other applications.

Teaching and learning methods

The course will be presented to the student through lectures,

Style of discussion and dialog

Methods of assessments

Methods of evaluating students in this course (class work 40% & final 60%)

Class work: divided between written half-time examinations, duties and assignments

Written final examination

Main Contents of the Course

Main Contents of the Course
Scientific topics	Week	Readings / References / Notes
Collection s	1
Periods and discrepancies	2	Training in small groups
Bilateral relations	3
Real Functions	4	Training in small groups
Reverse function	5	Training in small groups
Finishes	6	Training in small groups
Communication and continuity	7
Derivative	8
Rules of Derivation	9
Base Series and Parmetric	10
Derivation Proof Roll & Average	11	Training in small groups
Value Periods of increase, decrease and critical values	12	Training in small groups
Differential Applications	13
Draw curves	14

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