Mathematics and Logic for Medical-Scientific Entrance Tests · English
12 modular units covering all topics required for medical-scientific entrance exams. Each unit includes learning objectives, prerequisites, and suggested study timelines.
Fundamental operations, fractions, decimals, percentages, ratios, and number properties.
Perform arithmetic operations fluently; solve problems involving ratios and percentages.
Linear equations, systems of equations, inequalities, and polynomial operations.
Solve linear and quadratic equations; interpret solutions in context.
Plane geometry, solid geometry, and basic trigonometric functions.
Calculate perimeters, areas, and volumes; apply trigonometric ratios to solve triangles.
Linear, quadratic, exponential, and logarithmic functions; graphical analysis.
Analyze and sketch graphs; model real-world phenomena using functions.
Basic probability rules, conditional probability, and counting principles.
Compute probabilities for simple and compound events; apply counting techniques.
Descriptive statistics, data representation, and basic inferential concepts.
Summarize and interpret data; draw conclusions from statistical information.
Propositional logic, logical arguments, and critical reasoning for medical-scientific contexts.
Evaluate logical arguments; apply critical reasoning to scientific problems.
Arithmetic and geometric sequences, finite and infinite series.
Find terms and sums of sequences; apply series to real-world contexts.
Reading and interpreting data from tables, charts, and graphs.
Extract and interpret information from various data representations.
Properties of exponents and logarithms; exponential and logarithmic equations.
Simplify expressions and solve equations involving exponents and logarithms.
Problem-solving strategies, mathematical proofs, and reasoning techniques.
Apply mathematical reasoning to solve complex problems; construct logical arguments.
Comprehensive review of all topics; test-taking strategies; timed practice.
Demonstrate proficiency in all syllabus topics; perform effectively under exam conditions.
Recommended knowledge before starting the syllabus.
Addition, subtraction, multiplication, division, fractions, and decimals.
Ability to read and understand mathematical texts in English (B1 level or higher).
Basic logical reasoning and problem-solving skills.
Familiarity with using computers and online learning platforms.
Get the complete syllabus in PDF format. Includes all 12 modules, learning objectives, and study timelines.
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