O’zbekiston respublikasi oliy va o’rta maxsus ta’limi vazirligi abdulla qodiriy nomidagi jizzax davlat pedagogika instituti sirtqi (maxsus sirtqi) bo’lim

Adabiyotlar

1. 
   Abdalimov V., Solixov Sh. Oliy matematika qisqa kursi.- Toshkent: O`qituvchi, 1981.
   
2. 
   Bogomolov N.V. Matematikadan amaliy mashg`ulotlar. – Toshkent: O`qituvchi, 1984.
   
3. 
   Vigodskiy M.Ya. Spravochnik po vыsshey matematike.-Moskva: Nauka, 1977.
   
4. 
   Glagolev N.S. va boshqalar. Matematika, III qism.-Toshkent: O`qituvchi, 1947.
   
5. 
   Kachenovskiy M.I. va boshqalar. Algebra va analiz asoslari. 2-qism. –Toshkent: O`qituvchi, 1982.
   
6. 
   Kudryavsev V.A., Demidovich V.R. Kratkiy kurs vыsshey matematiki.
   
• 
  Moskva: Nauka, 1985.
  

7. 
   G. M. Fixtengols, “Matematik analiz asoslari” I tom.”O’qituvchi” Toshkent 1970.
   
8. 
   A. Sa’dullayev, “Matematik analiz kursidan misol va masalalar to’plami” 1-qism.”O’zbekiston” 1993.
   
9. 
   T. A. Azlarov, X. Mansurov. “Matematik analiz asoslari”, 1-qism. “O’qituvchi” Toshkent 1986.
   
10. 
    Internet saytlari:
    
11. 
    www.bilimdon.uz
    
12. 
    uz.wikipedia.org
    
13. 
    www.study.uz
    
14. 
    www.metodist.uz
    

Ilova

1. 
   Xulosa-conclusion
   

Third decision formed from teo exact decisions.

2. 
   Hukm-decision.
   

Comporativ comlex thinking in which subject is defined by its exact sign.

3. 
   Teorema-theorem.
   

Mathematical suggestion, which true is fexed on facility proof.

4. 
   Aksioma-axiom
   

Offer, taken without proof. His where the truth is allowed.

5. 
   Postlat- postulate.
   
6. 
   To’g’ri teorema-straight line theorem given any theroemgiven any theorem.
   
7. 
   Teskari teorema-indirect theorem which appers a result of exchange by places condition and conclusion in given theorem.
   
8. 
   Qarama-qarshi teorema-theorem contrast to bring “unless it’s A that not will be B”. to “If it’s A, that eill be B”.