II Mulohazalarni davom ettiring (6-8)
Berilgan oraliqda xosmas integralning qiymati chekli son chiqsa, u holda xosmas integral__________________________bo`ladi.
Agar birinchi tartibli tenglamada f(x,y) bir jinsli bo`lsa, u holda uni ________________________________deyiladi.
Bernulli tenglamasini yozing: ___________________________
III. Quyidagilarni bajaring (9-10)
Xosmas integralni hisoblang:
Differensial tenglamani yeching:
Fa`kultet:_____________________________________
Guruh:_______________________________________
Talaba FISh:___________________________________
Sana:________________ Imzo:___________________
Kafedra mudiri:____________________________________________
1-kurs talabalari uchun “Yakuniy nazorat”
3- variant
I Test topshiriqlarini bajaring (1-5)
Bernulli tenglamasini ko`rsating:
A) B)
C) D)
Aniq integralni hisoblang:
B) C) D)
Xosmas integralni hisoblang:
B) C) D)
Ushbu formula kimni nomi bilan ataladi?
Bernulli B) Rikkati C) Nyuton-Leybnist D) Xorazmiy
Quyidagi differensial tenglamani yeching:
B) C) D) 1
II Mulohazalarni davom ettiring (6-8)
O`zgaruvchilari ajralgan differensial tenglamani umumiy ko`rinishini yozing___________________________________________
Aniq integralni hisoblashda ___________________formulasidan foydalanamiz.
Quyidagi __________________________________formula aniq integralni bo`laklab integrallash formulasi deyiladi.
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