Course Name : Calculus 2

Degree: Bachelor

Code

Year/Semester

Local Credits

ECTS Credits

Course Implementation, Hours/Week

Course

Tutorial

Laboratory

EF 124

Spring

3,5

7

3

1

-

Department

Economics and Finance

Instructors

Kenan Tata

Contact Information

e-mail: ktata@pirireis.edu.tr

Office Hours

Thursday 15:00-17:00 / Friday 11:00-12:00

Web page

http://www.pirireis.edu.tr/pruonline/www/index.php

Course Type

 Compulsory

Course Language

English

Course Prerequisites

  EF 114 (special condition)

Course Category by Content, %

Basic Sciences

Engineering Science

Engineering Design

Humanities

70

30

Course Description

Limits. Derivatives. Integratıon. Curve Sketching. Matrix Algebra. Linear Programming

Course Objectives

Calculus 2 is the continuum of the previous semester mathematics course and aims to help students develop the quantitative skills needed for the analysis of the problems in business administration, economics and related fields. 

Course Learning Outcomes

Students who passed EF 124 will successfully

1. Be able to apply the rules of limits and continuity.
2. Be able to take derivatives.
3. Be able to apply the rules of integration.
4. Be able to sketch curves.
5. Be able to apply the rules of matrix algebra.
6. Be able to define and solve linear programing problems

Instructional Methods and Techniques

Theoretical presentation

Tutorial Place

-

Co-term Condition

-

Textbook

Haeussler, Ernest F; Paul, Richard S, and Wood, Richard J., Introductory Mathematical Analysis for Business, Economics and Life and Social Sciences. 13th ed, London, New York: Prentice Hall

Other References

Additional readings will be handled out during the term

Homework & Projects

-

Laboratory Work

-

Computer Use

-

Other Activities

Assessment Criteria

Activities

Quantity

Effects on Grading, %

Attendance

1

5

Midterm

1

40

Quiz

4

5

Homework

Term Paper/Project

Laboratory Work

Practices

Tutorial

Seminar

Presentation

Field Study

Final Exam

1

50

TOTAL

100

Effects of Midterm on Grading, %

Effects of Final on Grading, %

TOTAL

100

ECTS/

WORKLOAD TABLE

Activities

Count

Hours

Total

Workload

Lecture

14

3

42

Midterm

1

30

30

Quiz

4

8

32

Homework

Term Paper/Project

Laboratory Work

Practices

14

1

14

Tutorial

Seminar

Presentation

Field Study

Final Exam

1

50

50

Total Workload

168

Total Workload/25

168/25

Course ECTS Credits

7

Week

Topics

Course Outcomes

1

Limits and Continuity

I

2

Differentiation 1

I-II

3

Differentiation 2

I-II

4

Derivatives of special functions

I-II

5

Implicit Differentiation and Higher Order derivatives

I-II-IV

6

Curve Sketching 1

I-II-IV

7

Curve Sketching 2

III

8

Integratıon 1

III

9

Integration 2

II-III

10

Methods and Applications of Integration

V

11

Matrix Algebra 1

V

12

Matrix Algebra 2

IX

13

Linear Programming

IX

14

Review

All

Program Outcomes

Level of Contribution

1

2

3

a

1. To have advanced knowledge in related fields of logistics and transportation.

x

b

2. Able to work effectively with multidisciplinary teams or individually in national and international logistics and transportation areas both in theoretical and applied scope. 

x

c

3. Able to identify, define, formulate and solve problems with theoretical and applied transportation and logistics knowledge.

x

d

4. Able to communicate oral and written effectively with logistics and transportation stakeholders, and can use a foreign language minimum B1 level in European Language Portfolio.

e

5. To have advanced competence on general, logistics, and transportation information technologies.

x

f

6. To have knowledge about logistics and transportation principles, policies, and legislations.

g

7. To have knowledge about corporate governance, legal framework, business practices and environmental effects with professional and ethical responsibility

h

8. Able to access information by searching text, visual and digital resources, and be able to use these information for interpreting and analysing data, identifying problems, and offering solutions.

x

i

1. Able to use theoretical and practical knowledge that learned from logistics and transportation companies with business management techniques.

x

j

10. Able to develop project in logistics and trasportation area, and can take responsibility and act as coordinator or participant as an individual or group member in accordance with project goals.

x

Prepared by

Kenan Tata

Date

06.08.2017

Signature