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Questions and Answers
An applicant holds an I.B. diploma. Under what condition might they be excused from the entrance examination?
An applicant holds an I.B. diploma. Under what condition might they be excused from the entrance examination?
- If they demonstrate exceptional performance in a separate mathematics competition.
- If they have gained a B.Sc. degree in an unrelated field but have significant work experience.
- If they have already been admitted to another program within the university.
- If they earned an arbitrary B.Sc. or B.A. degree from an internationally accredited and registered college or university. (correct)
Which mathematical area listed is most directly applicable to calculating the trajectory of a projectile?
Which mathematical area listed is most directly applicable to calculating the trajectory of a projectile?
- Arithmetical and Geometrical Progressions
- Calculations with vectors, solving problems in coordinate geometry (correct)
- Fundamentals of Combinatorics
- Fundamentals of Set Theory
A student is struggling to understand proving identities. Which topic would be most helpful for them to review?
A student is struggling to understand proving identities. Which topic would be most helpful for them to review?
- Use of equivalent transformations (correct)
- Solving simple inequalities
- The method of induction
- Fundamentals of graph theory
In which area of mathematics would the concept of factorials be most relevant?
In which area of mathematics would the concept of factorials be most relevant?
Which of the following topics is LEAST likely to be directly involved in determining the number of possible outcomes in a probability experiment?
Which of the following topics is LEAST likely to be directly involved in determining the number of possible outcomes in a probability experiment?
Which of the following topics is primarily used to establish the truth of a statement for all natural numbers?
Which of the following topics is primarily used to establish the truth of a statement for all natural numbers?
Solving for the intersection points of two supply and demand curves would require knowledge of which area?
Solving for the intersection points of two supply and demand curves would require knowledge of which area?
Which mathematical concept is foundational for understanding amortization schedules?
Which mathematical concept is foundational for understanding amortization schedules?
Why is the knowledge of set theory fundamental to various branches of mathematics?
Why is the knowledge of set theory fundamental to various branches of mathematics?
If a student is having trouble understanding how to determine the domain of a function, which area should they focus on?
If a student is having trouble understanding how to determine the domain of a function, which area should they focus on?
Flashcards
What is set theory?
What is set theory?
A branch of mathematics that deals with well-defined collections of objects.
What are equivalent transformations?
What are equivalent transformations?
Changing an expression into another form that is easier to understand or solve.
What are logarithms?
What are logarithms?
Logarithms are the inverse operation to exponentiation.
What are first and second-degree equations?
What are first and second-degree equations?
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What are absolute value expressions?
What are absolute value expressions?
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What are radical equations?
What are radical equations?
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What are exponential/logarithmic equations?
What are exponential/logarithmic equations?
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What are simple inequalities?
What are simple inequalities?
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What are graphing functions?
What are graphing functions?
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What is trigonometry?
What is trigonometry?
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Study Notes
Admission Requirements - Mathematics
- International students can be admitted into Engineering, IT, Business, or Agricultural Programs if they fulfill the mathematics entrance exam requirements.
- The entrance examination and interview are conducted in English.
- Applicants with a B.Sc. or B.A. degree in a related field from an internationally accredited and registered college or university, including I. B. diploma holders, may be exempt from the entrance examination.
Topics of the entrance examination
- Fundamentals of set theory
- Use of equivalent transformations
- Concepts and properties of logarithms
- Solving first and second-degree equations and systems of equations
- Solving equations with absolute value expressions
- Solving equations containing radicals
- Solving exponential and logarithmic equations
- Solving simple inequalities
- Graphing functions
- Solving basic geometry problems
- Calculating volume and surface area
- Fundamentals of trigonometry
- Calculations with vectors and problem-solving in coordinate geometry
- Arithmetical and geometrical progressions
- The method of induction
- Fundamentals of combinatorics
- Fundamentals of graph theory
- Fundamentals of number theory
Recommended Textbooks
- A. Bérczes, Á. Pintér: College Algebra
- A. Bérczes, Á. Pintér: College Analysis
- Cs. Vincze, L. Kozma: College Geometry
- G. Horváth, Sz. Tengely: College Discrete Mathematics
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