Akademik Dersler - Tanıtım


Code - Course Title	MAT196 - Calculus II
Course Type	Required Courses
Language of Instruction	Türkçe
Laboratory + Practice	5+1
ECTS	5.5
Course Instructor(s)	PROFESÖR DOKTOR VAKIF CAFER
Mode of Delivery	The mode of delivery of this course is Face to face
Prerequisites	There is no prerequisite or co-requisite for this course.
Courses Recomended	There is no recommended optional programme component for this course.
Recommended Reading List	Calculus, A Complete Course, Adams, R. A., Essex, C.Pearson, 2010, Thomas, George B. (2001). Calculus. U.S.A, Addison -Wesley, LongmanCalculus, A Complete Course, Adams, R. A., Essex, C.Pearson, 2010. Çevirenler: Mehmet Terziler, Tahsin Öner, Cilt 1, Yayıncılık,Palme , 2012,Calculus, Bradley, G. L., Smith, K. J., Prntice Hall, 1999, Thomas Calculus, Thomas, G. B., Weir, M. D., Hass, J., Giordano, F. R, Çeviren: Recep Korkmaz, Beta Basım A. Ş., 2010,Thomas, George B. (2001). Calculus. U.S.A, Addison -Wesley, Longman
Assessment methods and criteria	2 Midterm, 1 Final exam, Test examination.
Work Placement	N/A
Sustainability Development Goals

Weeks	Topics
Week - 1	Applications of derivative, fisrt and second derivative test, convexity and concavity
Week - 2	Sketching graphs of functions
Week - 3	Extremum problems
Week - 4	Sums and sigma notation, areas as limits of sums
Week - 5	Properties of the definite integral, the fundamental theorem of calculus
Week - 6	The method of substitution, areas of plane regions
Week - 7	Integration by parts
Week - 8	Integrals of rational functions
Week - 9	Volumes, arc length and surface area
Week - 10	Improper integrals, volumes of solids of revolution
Week - 11	Mass, moments and centre of mass, centroids
Week - 12	Sequences and convergence infinite series
Week - 13	Convergence tests for positive series, absolute and conditional convergence
Week - 14	Power series

Assessment Method and Passing Requirements
	Quamtity	Percentage (%)
Toplam (%)		0