Semester: Spring 2020 - 2021

Instructor: Emre SERMUTLU


                 Office Hours:  Thursday 14:20-16:10

                                            Through Zoom


Catalog Description: Triple Integrals in Cylindrical and Spherical Coordinates, Substitutions in Multiple Integrals Line Integrals, Vector Fields, Work, Path Independence, Potential Functions and Conservative Fields Green’s Theorem, Surface Area and Surface Integrals, Parametrized Surfaces, Stoke’s Theorem, Divergence Theorem. Systems of linear equations, matrices, determinants, Vectors in 2-space and 3-space Real Vector Spaces, Subspaces, Linear Independence Basis and Dimension, Change of Basis Row Space, Rank and Nullity Inner Product Spaces, Gram-Schmidt Process, Orthogonal Matrices Eigenvalues and Eigenvectors Diagonalization.


  • G.B. Thomas, Jr. and M. D. Weir and J. Hass Thomas’ Calculus, 11 th Edition Addison-Wesley 2009

  • H. Anton, C. Rorres, Elementary Linear Algebra, 11th ed. Wiley 2010

Evaluation Criteria (Strict catalog)

  • 1 Midterm Exam, classical. (Through Webonline)    (%25)

  • 10 Quizzes, test. (Through Webonline)    (%25)

  • 1 Oral Exam. (Through Zoom)    (%10)

  • Final (In Class or through Webonline) (%40)

Exam Dates

  • MIDTERM, 05.04.2021, Monday, 19:30.

  • ORAL EXAM, 03.06.2021, Thursday, 17:30.

  • Make Up (for Midterm), 04.06.2021, Friday, 11:00.

  • FINAL, 14.06.2021, Monday, 15:00.

  • Make Up (for Final), 21.06.2021, Monday, 15:00.

  • RESIT, 01.07.2021, Thursday, 15:00.