
Description of Individual Course UnitsCourse Unit Code  Course Unit Title  Type of Course Unit  Year of Study  Semester  Number of ECTS Credits  1001001032014  MATHEMATICS  Compulsory  1  1  4 
 Level of Course Unit  First Cycle  Objectives of the Course  The aim of this course, students are generally given by the mathematical li continuity, derivatives and integrals to describe the concepts and practices  Name of Lecturer(s)  Doç.Dr. Hülya SAYGI  Learning Outcomes  1  Students, math problems related to affordability, ability to formulate  2  The concept of limit and continuity of a function to provide information on  3  Differentialability algebraic concepts and methods of a function to provid information on  4  Know which subjects are applied in the derivative  5  Know which subjects are applied in the integral 
 Mode of Delivery  Face to Face  Prerequisites and corequisities  None  Recommended Optional Programme Components  None  Course Contents  Functions, inverse functions, trigonometric, exponential, logarithmic functio and equations, widely used types of graphs, the concept of limit, continuity, derivatives and applications of derivatives, integrals and integral to the pra fields.  Weekly Detailed Course Contents  
1  The numbers, relations and functions    2  Sequences and Series    3  Limits and continuity    4  Derivative    5  Applications of Derivatives and theorems    6  Limit vague shapes derivatives solution    7  MIDTERM EXAM    8  Differential, multivariable functions, The second derivative used in determining the points ekstarum    9  Graphic drawings with the help of Derivative    10  Graphic drawings with the help of Derivative    11  Indefinite Integral and Its Properties    12  Methods of integration, by changing the integration variable    13  Partial Integration Method and Reduction formulas    14  A simple method of partial fractions    15  Definite Integral    16  FINAL EXAM   
 Recommended or Required Reading  Dawkins, P., 2007, College Algebra,
http://tutorial.math.lamar.edu/terms.a
Dawkins, P., 2007, Calculus I,
http://tutorial.math.lamar.edu/terms.aspx,
Dawkins, P., 2007, Calculus II,
http://tutorial.math.lamar.edu/terms.aspx
Saygı, H., 2010, Matematik Ders Notları.  Planned Learning Activities and Teaching Methods   Assessment Methods and Criteria  
Midterm Examination  1  100  SUM  100  
Final Sınavı  1  100  SUM  100  Term (or Year) Learning Activities  40  End Of Term (or Year) Learning Activities  60  SUM  100 
 Language of Instruction  Turkish  Work Placement(s)  None 
 Workload Calculation 

Midterm Examination  1  1  1  Final Examination  1  1  1  Attending Lectures  14  2  28  Tutorial  5  1  5  Self Study  14  2  28  Individual Study for Homework Problems  14  1  14  Individual Study for Mid term Examination  1  14  14  Individual Study for Final Examination  1  14  14  
Contribution of Learning Outcomes to Programme Outcomes  LO1   5   3   3  3  2     3   LO2   5   4   3  4  3     4   LO3   5   3   4  4  4     4   LO4   5   4   4   4     5   LO5              
 * Contribution Level : 1 Very low 2 Low 3 Medium 4 High 5 Very High 



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