Course Information

Course Name	Turkish	Matematik III
	English	Mathematics III
Course Code	MAT 287	Credit	Lecture (hour/week)	Recitation (hour/week)	Laboratory (hour/week)
Semester	3	4	6	3	2
Course Language		Turkish
Course Coordinator		Fatma Özdemir
Course Objectives		1. To give an ability to apply knowledge of mathematics on engineering problems. 2. To give an ability to apply knowledge of mathematics on engineering problems.
Course Description		Function sequences and series, Fourier-Laplace Series, Line integrals, vector fields, path independence, potential functions, the fundamental theorem of line integrals, Green’s theorem in the plane, surface area and surface integral, Stokes’ theorem, Divergence theorem.
Course Outcomes		Students completing this course will be able to: Calculate surface areas of surfaces in space. Calculate surface integrals of functions defined on surfaces, Calculate line integrals on curves given in space using all available techniques, Apply Green’s Theorem, Stokes’ Theorem and Divergence Theorem for real valued and vector valued functions, Have a fundamental understanding of sequences of functions and theorems on uniform convergence, Have a fundamental understanding of series functions and theorems on uniform convergence, Have a fundamental understanding of Fourier series and be able to give Fourier expansions of a given function.
Pre-requisite(s)		MAT102-E / MAT104-E / MAT188-E / MAT211-E / MAT213-E min DD
Required Facilities
Other
Textbook		Advanced Calculus, Gerald Folland, 2001
Other References		Advanced Calculus, Creighton Buck, Ellen Buck, Third Edition An Introduction to Linear Analysis, Donald L. Kreider, Robert G. Kuller Advanced Calculus, Wilfred Kaplan, Fifth Edition Calculus, Vol1 & Vol 2 Tom M. Apostol, Second Edition Thomas’ Calculus, 13th Edition, G.B Thomas, R. L. Finney, M.D.Weir, F.R.Giordano, Addison-Wesley

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