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Matematik analiz 1

MATH111 · 1-семестр · 60540100 Математика · Набор 2026 г.

Кредиты
6
Всего часов
180
Аудиторные
75
Тип
Обязательный
Блок
Majburiy fanlar
Форма итогового контроля
Imtihon

Распределение часов

  • Лекция45 ч
  • Семинар30 ч
  • Самостоятельная работа105 ч

Темы · 36

Лекция · 45 ч

  1. 1.Sets and Operations on sets2
  2. 2.Numerikal sets and their properties2
  3. 3.Supremum and infimum2
  4. 4.The concept of a mapping and a functions2
  5. 5.Basic properties of functions2
  6. 6.Linear, qudratic, and linear functions2
  7. 7.Logarithmic and exponential functions2
  8. 8.Trigonometrik expressions, Equations and inequalities2
  9. 9.Trigonometric functions2
  10. 10.Numerical sequences and their properties2
  11. 11.Limits of Numerical sequences and their properties2
  12. 12.Properties of infinitesiemal and infinitly large sequences2
  13. 13.Monotone and fundamental sequences. The Cauchy creterion.2
  14. 14.Subsequences.Limsup and liminf of a sequence.2
  15. 15.Definition of the limit of a function.Right -hand and left -hand limits.2
  16. 16.Properties of the limit of a function2
  17. 17.The first and second remarkable limits2
  18. 18.Contunuity of a function.Functions with discontunuities.2
  19. 19.Cotunuity of elemenary functions .Some important Non - elementary functions4
  20. 20.Properties of continuious functions2
  21. 21.Iniformly continuious functions.Cantor's teorem.3

Семинар · 30 ч

  1. 1.Sets and Operations on sets2
  2. 2.Numerikal sets and their properties2
  3. 3.Supremum and infimum2
  4. 4.The concept of a mapping and a functions2
  5. 5.Linear, qudratic, and linear functions2
  6. 6.Logarithmic and exponential functions2
  7. 7.Trigonometrik expressions, Equations and inequalities2
  8. 8.Trigonometrik expressions, Equations and inequalities2
  9. 9.Trigonometric functions2
  10. 10.Numerical sequences and their properties2
  11. 11.Limits of Numerical sequences and their properties2
  12. 12.Properties of infinitesiemal and infinitly large sequences2
  13. 13.Monotone and fundamental sequences. The Cauchy creterion.2
  14. 14.Subsequences.Limsup and liminf of a sequence.2
  15. 15.Subsequences.Limsup and liminf of a sequence.2

Формы контроля (макс. балл)

  • Итоговый контроль 5
  • Итого 5
  • 1-й промежуточный 5
  • 2-й промежуточный 5

Источник: HEMIS. Названия как в HEMIS (на узбекском). Список литературы и критерии оценивания — в утверждённом силлабусе кафедры.

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