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High-school math courses online

Enjoy mathematics

Get prepared for final exams and college admission tests

Prepare for college admission test

The purpose of our online courses is to prepare test takers for competitive selection for admission to undergraduate programs and subsequent study in higher educational institutions.

Our online courses cover mathematical topics and skills included in most currently used admission tests for undergraduate programs, including various standardized tests used in different countries like, for example, the SAT (Scholastic Assessment Test) (scholastic assessment test), ACT (American College Testing) (American college testing) used in North America and Europe, ЕГЭ (Единый государственный экзамен) (unified state exam) in Russia, ЗНО (Зовнішнє незалежне оцінювання) (external independent evaluation/testing) in Ukraine, etc., as well as tests used by specific universities/colleges, like ETH Entrance Examination, Test of Mathematics for University Admission (TMUA), Computer Science Admissions Test (CSAT) used in Cambridge University, etc. Our online courses can be used to prepare for any such test used for admission to undergraduate programs.

Prepare for final exam

Our online courses can also be used to prepare for high school final exams in mathematics. Since result of final exam in mathematics usually determines/affects final grade in mathematics and final grade may be used for competitive admission assessment, preparing for final exam in mathematics is important for admission to university/college. Our online courses allow to combine preparation for both final exams and university admission test at the same time and score excellent results in both.

Reasoning and decision making

Our online courses develop strong mathematical knowledge and skills, including:

  • building mathematical models of real objects, processes and phenomena and investigating these models by means of mathematics;
  • performing mathematical calculations (actions with numbers presented in different forms, percentages, add and solve problems on approximate calculations, proportions, etc.);
  • converting numerical and symbolic expressions (understanding the meaning of expression's elements, simplifying and calculating expressions, finding permissible values of variables, finding numerical values of expressions for given values of variables, etc.);
  • drawing and analyzing graphs of functional dependencies, equations and inequalities, investigating their properties;
  • using properties of derivative and integral to solve problems;
  • deriving, researching and solving equations, inequalities and their systems;
  • identifying geometric figures and determining their properties;
  • finding quantitative characteristics of geometric figures (lengths, angle sizes, areas, volumes, etc.);
  • solving the simple combinatorial problems and calculate the probabilities of random events;
  • analyzing information presented in graphic, tabular, text and other forms.