Information Package / Course Catalogue - Adnan Menderes University

General Information Unit Staff Academic Information Programme Outcomes Course Structure Diagram Contact Information

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Maths For Chemists

Course Code	: KMY203
Course Type	: Required
Couse Group	: First Cycle (Bachelor's Degree)
Education Language	: Turkish
Work Placement	: N/A

Theory	: 2
Prt.	: 0
Credit	: 2
Lab	: 0
ECTS	: 3

Objectives of the Course

To teach students of the chemistry department about basic mathematical tools and methods in solving problems/issues theoretically and practically. When students pass the course, they can evaluate the applications of basic mathematical information in chemistry science together with equation solutions, graphic drawings, finding correct equations, calculating with logarithms, taking derivatives and integrations in problem solving.

Course Content

Learning topics such as equation solutions, graph drawings, finding equations of lines, calculating with logarithms, taking derivatives, integrating, exponential operations, graphical integration.

Name of Lecturer(s)

Prof. Erdener KARADAĞ

Learning Outcomes

1.	Solves equations, draws graphs
2.	Organizes lineer equations and knows their applications
3.	Performs calculations with logarithms, derivations, and integrations
4.	Knows exponential operations and graphical integration
5.	Solves problems related to chemistry using mathematical principles

Recommended or Required Reading

1.	Kimyacılar için Matematik, A. ZEREN
2.	Kimyacılar için Uygulamalı Matematik, J. R. BARRANTE, (Çev. Z. BÜYÜKMUMCU)

Weekly Detailed Course Contents

Week 1 - Theoretical

Significant figures, exponential numbers

Week 2 - Theoretical

Logarithms

Week 3 - Theoretical

Operations with logarithms

Week 4 - Theoretical

Presentation with graphics

Week 5 - Theoretical

Coordinate systems

Week 6 - Theoretical

Functions and graphics

Week 7 - Theoretical

Matrix and determinants, The graphics of first-order two variable functions,

Week 8 - Theoretical

Exponential and logarithmic functions (Midterm Examination)

Week 9 - Theoretical

Interpolation and extrapolation

Week 10 - Theoretical

Differential calculations

Week 11 - Theoretical

Differentiation of functions of one variable - Selective differentiation

Week 12 - Theoretical

Some conveniences in taking derivatives

Week 13 - Theoretical

Integral calculation

Week 14 - Theoretical

Some conveniences in integration, graphical integration

Assessment Methods and Criteria

Type of Assessment	Count	Percent
Midterm Examination	1	%40
Final Examination	1	%60

Workload Calculation

Activities	Count	Preparation	Time	Total Work Load (hours)
Lecture - Theory	14	1	2	42
Midterm Examination	1	13	2	15
Final Examination	1	16	2	18
TOTAL WORKLOAD (hours)				75

Contribution of Learning Outcomes to Programme Outcomes

	PÇ-1	PÇ-2	PÇ-3	PÇ-4	PÇ-5	PÇ-6	PÇ-7	PÇ-8	PÇ-9	PÇ-10
OÇ-1	4	4						4
OÇ-2	4	4						4
OÇ-3	4	4						4
OÇ-4	4	4						4
OÇ-5	4	4						4

Person Responsible for Information Package