Test | Algebra and the beginnings of analysis.
Test | Algebra and the beginnings of analysis. is backordered and will ship as soon as it is back in stock.
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What is Unibot?
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More information
Prepare for exams with realistic Algebra and the Beginnings of Analysis tests! The course “Tests | Algebra and the Beginnings of Analysis” provides access to thematic practice sets covering key areas of the school curriculum and simulating real exam conditions.
Why choose this course:
- Realistic interface and timing: practice in a format that closely replicates the real exam — with time limits and score calculation.
- Authentic task structure: tests include single/multiple-choice, numerical answers, expression transformations, and application problems.
- Varied difficulty levels: from basic to advanced for an honest self-assessment.
- Results analytics: review correct answers, common mistakes.
- Explanations for Correct Answers: each test includes detailed explanations of the correct solutions to help you understand and learn from your mistakes.
- Stress reduction: familiarity with the test format boosts confidence before the real exam.
Course Description
This course contains thematic tests for reviewing and reinforcing core topics in algebra and the beginnings of analysis: equations, inequalities, functions, sequences and progressions, derivatives, limits, integrals, as well as elements of combinatorics, probability, and statistics. Suitable for students preparing for class tests, final assessments, NMT/ZNO, or entrance exams.
Course Program
Module 1. Algebra and the Beginnings of Analysis
Real numbers; Ratios and proportions. Percentages. Word problems;
Exponential, logarithmic, trigonometric expressions and their transformations;
Rational, irrational, and power expressions and their transformations.
Module 2. Equations, inequalities, and systems
Linear, quadratic, and rational equations and systems;
Irrational and trigonometric equations and systems;
Exponential and logarithmic equations and systems;
Inequalities and systems of inequalities; Problem-solving via equations and systems.
Module 3. Functions
Numerical sequences; Functional dependence;
Linear and quadratic functions;
Power, exponential, logarithmic, and trigonometric functions;
Derivative of a function; Antiderivative and definite integral.
Module 4. Combinatorics, probability theory, statistics
Permutations, arrangements, combinations. Addition and multiplication rules;
Probability of a random event; Sample characteristics.
Key course benefits:
- Aligned with school curricula: covers all mandatory high school topics.
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