Theory: %

Practice: 100 %

Recommended semester: 1

Study mode: full-time

Prerequisites: -

Evaluation type: signature

Course category: compulsory

Language: english

Responsible instructor: Osztényiné dr. Krauczi Éva

Responsible department: Department of Basic Sciences

Instructor(s): Dr. Nagy Gábor

Course objectives:
The aim of the course is to provide students with the basic concepts and methods needed to master higher mathematics and to fill in the gaps for the shortcomings of secondary school.

Course content - seminars:

1. Number sets: natural numbers, integers, rational numbers, real numbers 2. Solving linear equations, word problems, operations with fractions, order of operations, percentages 3. System of linear equations (graphical solution, substitution, elimination), word problems 4. Trigonometry and applications, trigonometric equations 5. Simplifying radical expressions, quadratic equation 6. Exponents, rules of exponents 7. Polynomials 8. Factoring 9. Logarithm, logarithm rules, solving exponential and logarithmic equations, word problems 10. Distance of points in a coordinate system, equation of curves, length and scalar product of vectors 11. Elementary functions and their properties, transformations of functions

Acquired competences:
Knowledge:

- Knowledge of the principles and methods of natural sciences (mathematics, physics, other natural sciences) relevant to the field of IT.

Skills:

Attitude:

- He/she makes an effort to work efficiently and to high standards.

Autonomy and responsibilities:

Additional professional competences:

- Efficient use of digital technology, knowledge of digital solutions to fulfill educational objectives

Requirements, evaluation, grading:
Mid-term study requirements:
Students who have passed the Week 1 examination with at least 60% of the marks have obtained a signature in the subject. The others must score at least 60% on the two examinations ( total) to get a pass mark, and you can write a revision at the end, either or both exams.
Exam requirements:

-

Study aids, laboratory background:

Practical aids uploaded on TEAMS.

Compulsory readings:

Senior Contributing Authors Jay Abramson, Algebra and Trigonometry, OpenStax, Web Version Last Updated: Jan 09, 2024, ISBN-13: 978-1-711494-04-3 https://openstax.org/details/books/algebra-and-trigonometry-2e

Recommended readings:

John Abbott Collage materials https://departments.johnabbott.qc.ca/departments/mathematics/materials-related-to-specific-courses/