Book Podkowa Parametr i moduł w zadaniach (196672) — educational workbook, Polish language

Parametr i moduł w zadaniach (196672) by Podkowa is an educational workbook in Polish dedicated to exercises on parameters and modular arithmetic. Designed for learners who need targeted practice, this workbook offers a collection of problems that reinforce computational techniques related to parameters in equations and operations with residues. It is suitable for classroom exercises, independent study, and targeted exam preparation in mathematics courses focusing on number theory and algebraic problem solving.

Advantages

The workbook provides structured practice problems that progress in difficulty, facilitating gradual skill development. Exercises are presented in Polish with clear formulations that help students focus on methodical solution strategies. The format is convenient for repeated practice, homework assignments, and revision sessions focused on modular arithmetic and parameter-dependent equations.

Suitable for

• Students studying modular arithmetic and number theory topics
• School or extracurricular mathematics classes
• Self-study and homework practice
• Exam preparation and revision of parameter-based problems

Key specifications

• Language: Polish
• Type: Educational workbook with exercises
• Focus topics: parameters in equations, modular arithmetic (modulus operations)
• Use case: practice problems for classroom and self-study

How to use

Work through exercises progressively, starting from simpler tasks and moving to more complex problems that combine parameters with modulus operations. Read each problem carefully, identify the role of parameters and the modulus involved, and apply step-by-step solution methods such as substitution, modular reduction, and residue analysis. Use the workbook for timed practice sessions or as homework to consolidate classroom lessons.

Usage recommendations

For best results, pair the workbook with theoretical materials on modular arithmetic and parameter techniques; review related definitions and theorems before attempting higher-difficulty exercises.