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Eskişehir Academy of Economic and Commercial Sciences, founded in 1958, formed the basis of Anadolu University. The Academy was replaced by Anadolu University in 1982, which has gained a well-deserved place as a modern, dynamic and innovative institution among the largest universities not only in Türkiye, but also in the world.
ACADEMICS
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Anadolu University Open Education System plays an essential role in overcoming educational problems of Türkiye not only by providing open and distance education to 1 million active students and 3.5 million graduates but also by developing specific projects. Besides with those numbers, the system is among the mega universities of the world. By the constantly renewing method of open and distance education, it implements many initiatives and innovations in the Turkish Higher Education System.
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Kısa adıyla BAP (Bilimsel Araştırma Projeleri), yüksek öğretim kurumlarındaki bilimsel araştırmaların desteklenmesi amacıyla geliştirilmiş bir uygulamadır. Bu uygulama YÖK'ün 01.01.2002 tarihinden geçerli olmak üzere yürülüğe aldığı Yükseköğretim Kurumları Bilimsel Araştırma Projeleri Hakkında Yönetmelik uyarınca gerçekleştirilmektedir. Üniversitemizin tüm öğretim elemanları BAP Komisyonuna başvurarak bilimsel araştırmaları için kaynak alabilirler.
CAMPUS LIFE
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At Anadolu University, social and cultural activities are as important as education and scientific research. The University frequently holds scientific events such as conferences, seminars, panels, congresses and symposia, and cultural activities such as exhibitions, stage performances and concerts. In addition to smaller conference halls in each unit, Atatürk Culture and Arts Center, Congress Center and Cinema Anadolu on Yunusemre Campus house many activities throughout the year.

CALCULUS I

Learning Outcomes

explain basic concepts about Calculus.
Explains real numbers and real line, intervals, the absolute value, solutions of equations and inequalities
Expresses equations of lines.
Expresses the curves given by quadratic equations.
Determines the domain and range of a function.
explain limit concept of functions with single variable
describe limits of sequences.
explain limits of functions, sequences and cauchy definitions.
recognize infinity smools and large, operations with them.
express features of limits of functions.
Explains approximation to a point.
Expresses features of limits of functions.
Expresses the definition of a function at a point.
Explain the concept of continuity of a function.
Defines the continuity of a function at a point.
Determines the discontinuity points of a given function.
Explains the intermediate value and the maxiumum-minimum theorems for a continuous function.
finds solutions of initial value problems
Uses the bisection method to find the roots of equations.
express basis of derivation.
Expresses differentation rules.
Expresses the mean-value theorem.
Recognizes high-order derivations.
Expresses the definition of derivative of a function at a point.
apply the concept of derivative to related rates and extreme value problems and sketch the graph of a function.
Solves the related-rates problems.
Finds extreme values of a function.
determines the intervals of concavity of a function.
sketches the graph of a function.
Finds the linear approximation of a function at a given point.
evaluates indeterminate forms.
Finds the Taylor polynomial of a function at a point.