Program Overview

Introduction to the Mathematics Program

The mathematics program is designed to provide students with a comprehensive understanding of mathematical concepts and principles. The program offers a range of courses and resources to help students develop their mathematical skills and knowledge.

Program Overview

The mathematics program includes a variety of topics, such as algebra, geometry, equations, and functions. The program is designed to help students develop a strong foundation in mathematics, which is essential for success in a wide range of fields, including science, technology, engineering, and mathematics (STEM).

Algebra

The algebra component of the program covers topics such as:

• Hatvány, gyök I
• Hatvány, gyök II
• Logaritmus The program provides both theoretical and practical exercises to help students develop a deep understanding of algebraic concepts.

Geometry

The geometry component of the program covers topics such as:

• Geometria
• Vektorok
• Feladatok egyenesekkel és körökkel The program provides students with the opportunity to develop their spatial reasoning and problem-solving skills.

Equations and Functions

The equations and functions component of the program covers topics such as:

• Egyenletek, egyenltlenségek
• Sorozatok
• Függvény transzformációk
• Függvények tulajdonságai The program helps students develop a strong understanding of equations and functions, which is essential for success in a wide range of mathematical and scientific applications.

Trigonometry

The trigonometry component of the program covers topics such as:

• Trigonometria I
• Trigonometria II
• Trigonometrikus egyenletek The program provides students with the opportunity to develop their understanding of trigonometric concepts and principles.

Specialized Courses

The program also offers specialized courses, such as:

• Matematika próbateszt: a practice test to help students prepare for mathematics exams
• Matematika építészeknek: a course designed specifically for architecture students, covering geometric concepts and principles
• Témakörönkénti gyakorlás: a course that allows students to practice and develop their mathematical skills in a variety of topics, including algebra, geometry, and trigonometry.