warning : Students are responsible for checking this web page regularly for announcements
Announcement
In order to have make-up
exams , students who missed
online exams because of
technical, health-related or
other problems have to write
petitions addressing their own
departments and specifying
their excuses.
1. Midterm (%25): 13.03.2020
Quiz (%10): 6 May 17:30-18:30
(The content of quiz: Improper integrals, Volumes by slicing, Solids of revolution, arc length, area of surfaces, polar coordinates)
2. Midterm (%25): 20 May 17:30-19:30
The content of second midterm: Sequences and Convergence; Infinite Series; Convergence Tests for Positive Series; Absolute and Conditional Convergence, Power Series, Taylor and Maclaurin Series, Applications of Taylor and Maclaurin Series, The Binomial Theorem and Binomial Series, Infinite products, Analytic Geometry in Three Dimensions, Vectors, The Cross Product in 3-Space, Planes and Lines, Vector Functions of One Variable, Curves and Parametrizations, Functions of Several Variables, Limits and Continuity
webonline: 30 March-26 April
Final (%40): 17 June 11:00-13:00
The content of Final exam:
The Riemann Integral
Fundamental Theorem of Caluculus, Mean Value Theorem for Integrals
Integration by Substitutions, Integration by Parts
Integrals of Rational Functions, Inverse Substitutions
Other Integration Techniques
Improper Integrals, Volumes by Slicing, Solids of Revolution
Arc length, Surface Area, Polar Coordinates and Polar Curves, Arc Lengths for Polar Curves
Sequences and Convergence, Cauchy Sequence, Infinite series, Convergence Tests for Positive series
Absolute and Conditional Convergence, Power Series, Taylor and Maclaurin Series The Binomial Theorem, Infinite Products, Convergence of Infinite Product
Analytic Geometry in Three Dimensions, Vectors, The Cross Product, Planes and Lines, Vector Functions of One Variable, Curves and Parametrization
Functions of Several Variables, Limits and Continuity
Partial Derivatives, Higher order Derivatives, The Chain Rule, Differentiability and Differentials
Gradients and Directional Derivatives, Implicit Functions, Taylor Series
Extreme Values, Extreme Values of Functions Defined on Restricted Domains, Lagrange Multipliers
Make-up Exam: 29.06.2020 13:00-14:00
First midterm examination will be held on 13.03.2020 Friday 11:20