Course Content
WeekTopicsStudy Materials _ocw_rs_drs_yontem
1 Concept of function Lecture notes Lecture
2 Limit Lecture notes Lecture
3 Continuity Lecture notes Lecture
4 Derivatives Lecture notes Lecture
5 Definition of differentials and their geometrical understanding and applications (increasing and decreasing functions, and searching the turning points, maximum and minimum points) Lecture notes Lecture
6 Introduction to exponential, logarithmic, hyperbolic and inverse trigonometric functions and their derivatives Lecture notes Lecture
7 Applications of definite integrals; area, volume and centroid calculations Lecture notes Lecture
8 Midterm exam Lecture notes Testing
9 Polar coordinates Lecture notes Lecture
10 Vectors, matrices (definition, types, sum and multiplication) Lecture notes Lecture
11 Law of determinants and their calculations Lecture notes Lecture
12 Linear equations and their solutions Lecture notes Lecture
13 Lines and planes in space Lecture notes Lecture
14 Transformation of coordinate axes Lecture notes Lecture
15 Multiple integrals and their uses Lecture notes Lecture
16-17 Final exam Lecture notes Testing

Recommended or Required Reading
Textbook
Additional Resources