ISHIK UNIVERSITY
FACULTY OF EDUCATION
Department of MATHEMATICS EDUCATION,
2018-2019 Spring
Course Information for MATH 214 TECHNICAL ENGLISH

Course Name: TECHNICAL ENGLISH
CodeCourse typeRegular SemesterTheoreticalPracticalCreditsECTS
MATH 214243-33
Name of Lecturer(s)-Academic Title: Orhan Tuğ - MSc
Teaching Assistant:-
Course Language:English
Course Type:Main
Office Hours 14:30-16:30, Tuesday
Contact Email:[email protected]

Tel:07501644439
Teacher's academic profile:Asst Lecturer
Course Objectives:Teaching mathematical materials with related English grammar and demonstrate classroom English for mathematics both in written and spoken. The teacher should know the correct english usage in every step of hir/her teaching. The technical english course is one of the important course for students to be able to lecture in math classes with an effective and formal english.
Course Description (Course overview):-
COURSE CONTENT
WeekHour              Date              Topic
1 3 3-7/2/2019 Introduction to Technical English
2 3 10-14/2/2019 Arithmetic operation and Present simple tense- Unit 1

3 3 17-21/2/2019 Mathematical Computing and past simple tense- Unit 2
4 3 24-28/2/2019 Fractions and The present perfect tense- Unit 3

5 3 3-7/3/2019 Mathematical sign and figures and comparison- Unit 4
6 3 26-28/3/2019 Points and lines and ing ending forms- Unit 5

7 3 31/3-4/4/2019 Points and lines and ing ending forms- Unit 5
8 3 7-11/4/2019 Drawing the graph a circle and model verbs- Unit 6

9 3 14-18/4/2019 Midterm Exam
10 3 21-25/4/2019 Drawing the graph a circle and model verbs- Unit 6

11 3 28/4-2/5/2019 mathematical logic and infinitive and adjectives- Unit 7
12 3 5-9/5/2019 mathematical logic and infinitive and adjectives- Unit 7

13 3 12-16/5/2019 Ratio and proportion and the passive construction- Unit 8
14 3 19-23/5/2019 Ratio and proportion and the passive construction- Unit 8

15 3 26-30/5/2019 probability and occurrence and relative clauses- Unit 9
16 3 9-13/6/2019 Final Exam

17 3 16-20/6/2019 Final Exam
COURSE/STUDENT LEARNING OUTCOMES
1English grammar usage in Mathematical concepts
2Dealing with mathematical content with its english
3clarifying the spoken-written english in math classrooms
COURSE'S CONTRIBUTION TO PROGRAM OUTCOMES
(Blank : no contribution, I: Introduction, P: Profecient, A: Advanced )
Program Learning Outcomes Cont.
1Demonstrate an understanding of the common body of knowledge in mathematics.P
2Demonstrates an understanding of pedagogical content knowledge, technology and perfectible assessment.A
3Demonstrate the ability to think critically, research scientifically, and become modern and up-to-date.P
4Understands the interrelationship of human development, cognition, and culture and their impact on learning.
5Demonstrate the ability to apply analytical and theoretical skills to model and solve mathematical problems.
6Demonstrate the ability to effectively use a variety of teaching technologies and techniques and classroom strategies to positively influence student learning.A
7Understands how to form connections among educators, families, and the larger community to promote equity and access to education for his/her students.
8Understands assessment and evaluation of student performance and learning and program effectiveness.A
9Communicates effectively and works collaboratively within the context of a global society.
Prerequisites (Course Reading List and References):General english courses
Student's obligation (Special Requirements):Students should bring the book of course in every hours
Course Book/Textbook:English for mathematics
Other Course Materials/References:internet and lecture notes
Teaching Methods (Forms of Teaching):Lectures, Practical Sessions, Excersises, Presentation, Seminar, Assignments
COURSE EVALUATION CRITERIA
MethodQuantity Percentage (%)
Participation15
Quiz15
Homework25
Midterm Exam(s)120
Presentation120
Final Exam140
Total 100

Examinations: Essay Questions, True-False, Fill in the Blanks, Multiple Choices, Short Answers, Matching
Extra Notes:



ECTS (ALLOCATED BASED ON STUDENT) WORKLOAD
ActivitiesQuantityDuration (Hour)Total Work Load
Contact Hours (Theoretical hours + Practical hours/2) x Weeks16348
Hours for off-the-classroom study16348
Study hours for the Midterm Exam6424
Study hours for the Final Exam188
Other0
ECTS0
0
0
Total Workload 128
ECTS Credit (Total workload/25)5.12

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Lecturer                                                                      Head of Department                                                        Dean