oliy matematika

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matematik fizika metodlari fanidan test savollari “oliy matematika” fani №1. fan bobi-1; fan bo‘limi-8; qiyinchilik darajasi-1 , bo`lsa, kesmani nisbatda bo`luvchi nuqtaning koordinatalarini toping. №2. fan bobi-1; fan bo‘limi-8; qiyinchilik darajasi-2 , bo`lsa, ab kesmani nisbatda bo`luvchi c nuqtaning koordinatalarini toping. №3. fan bobi-1; fan bo‘limi-7; qiyinchilik darajasi-1 to`g’ri chiziq qachon o`qiga parallel bo`ladi. №4. fan bobi-1; fan bo‘limi-7; qiyinchilik darajasi-1 to`g’ri chiziq qachon o`qiga parallel bo`ladi. №5. fan bobi-1; fan bo‘limi-7; qiyinchilik darajasi-2 tenglama bilan berilgan to`g’ri chiziq o`qi bilan qanday burchak tashkil qiladi. №6. fan bobi-1; fan bo‘limi-8; qiyinchilik darajasi-1 tenglama bilan berilgan to`g’ri chiziq o`qi bilan qanday burchak tashkil qiladi. №7. fan bobi-1; fan bo‘limi-8; qiyinchilik darajasi-1 tenglama bilan berilgan to`g’ri chiziq o`qi bilan qanday burchak tashkil qiladi. №8. fan bobi-1; fan bo‘limi-8; qiyinchilik darajasi-1 to`g’ri chiziqlar orasidagi burchak qanday topiladi №10. fan bobi-1; fan bo‘limi-8; qiyinchilik darajasi-1 nuqtadan to`g’ri chiziqqacha bo`lgan masofani toping. №11. fan bobi-1; …

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gan bo`lsa, ni toping. . №20. fan bobi-2; fan bo‘limi-9; qiyinchilik darajasi-1 ni uzilish nuqtasini aniqlang. 4 0 -7 -4 №21. fan bobi-4; fan bo‘limi-1; qiyinchilik darajasi-2 ning hosilasini toping. №21. fan bobi-2; fan bo‘limi-9; qiyinchilik darajasi-2 funktsiyaning aniqlanish sohasini toping. (-4; 4) –4; 4 №22. fan bobi-2; fan bo‘limi-4; qiyinchilik darajasi-1 limit qiymatini toping. 0.5 1 0 -1 №23. fan bobi-2; fan bo‘limi-4; qiyinchilik darajasi-1 ni hisoblang. 0 1 №24. fan bobi-2; fan bo‘limi-9; qiyinchilik darajasi-1 funktsiyaning hosilasini toping. №25. fan bobi-4; fan bo‘limi-3; qiyinchilik darajasi-2 ni hisoblang. №26. fan bobi-6; fan bo‘limi-2; qiyinchilik darajasi-2 ni hisoblang. №27. fan bobi-2; fan bo‘limi-9; qiyinchilik darajasi-2 hosilasini toping. №28. fan bobi-2; fan bo‘limi-9; qiyinchilik darajasi-2 hosilasini toping №29. fan bobi-6; fan bo‘limi-7; qiyinchilik darajasi-2 ning qiymatini toping №30. fan bobi-1; fan bo‘limi-1; qiyinchilik darajasi-2 determinantni aniqlang. 11 10 -11 9 №30. fan bobi-1; fan bo‘limi-7; qiyinchilik darajasi-2 sistemani yeching. №31. fan …

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i toping. №38. fan bobi-1; fan bo‘limi-5; qiyinchilik darajasi-2 to`g’ri chiziqning o`q bilan tashkil etgan burchagini toping. №39. fan bobi-1; fan bo‘limi-9; qiyinchilik darajasi-2 giperbolaning ekstsentrisistetini toping. 1 3 5 №40. fan bobi-4; fan bo‘limi-2; qiyinchilik darajasi-2 quyidagi qatorlardan qaysi biri uzoqlashuvchi? №41. fan bobi-1; fan bo‘limi-4; qiyinchilik darajasi-2 agar , bo’lib,ular o’zaro 60 li burchak tashkil etsa, - va +3 vektorlarning skalyar ko’paytmasini toping: 1 2,5 4,3 3,1 №42. fan bobi-6; fan bo‘limi-7; qiyinchilik darajasi-2 aniqmas integralni hisoblang: №43. fan bobi-1; fan bo‘limi-3; qiyinchilik darajasi-2 nuqtalar bilan chegaralangan kesmani nisbatda bo’luvchi nuqtaning koordinatalarini toping (2, 4) (3;-1) (3;1) (0;4) №44. fan bobi-1; fan bo‘limi-2; qiyinchilik darajasi-2 uchlari a(3;0),b(7;8) va c(0;2) nuqtalarda yotgan uchburchak yuzini toping 15 kv.birl 6 kv.birl 16 kv.birl 12 kv.birl №45. fan bobi-1; fan bo‘limi-5; qiyinchilik darajasi-2 uchburchak tomonlarining tenglamalari: (ab) (bc) va (ac) berilgan.uning b uchidan ac tomoniga tushirilgan balandligining tenglamasini toping №46. fan bobi-1; …

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i. c=0 c =1 c =2 c =3 №52. fan bobi-1; fan bo‘limi-6; qiyinchilik darajasi-2 x2 -4x +3=0 tenglamani yechimlar to’plamini toping {1; 3} {-2,-4} {2,5} {-1,-3} №53. fan bobi-2; fan bo‘limi-2; qiyinchilik darajasi-2 x2 + 8x +7 =0 tenglamani yechimlar to’plamini toping {-1; -7} {-1,-5} {-1,7} {-1,-9} №54. fan bobi-2; fan bo‘limi-1; qiyinchilik darajasi-1 x2 + 4x – 32=0 tenglamani yechimlar to’plamini toping {-8; 4} {-3,5} {-6,4} {4,8} №55. fan bobi-2; fan bo‘limi-3; qiyinchilik darajasi-2 x2 – 100 =0 tenglamani yechimlar to’plamini toping {-10;10} {-1,1} {-100,100} {9,10} №56. fan bobi-6; fan bo‘limi-2; qiyinchilik darajasi-2 integral hisoblansin. №57. fan bobi-1; fan bo‘limi-8; qiyinchilik darajasi-2 to’g’ri chiziq bilan x+2y-3z-4=0 tekislikni kesishish nuqtasini toping. ( 6, 5, 4 ) ( 3; 5; 4 ) ( 6; 7; 4 ) ( 6; 5; 3 ) №58. fan bobi-1; fan bo‘limi-4; qiyinchilik darajasi-2 va vektorlarning skalyar ko‘paytmasini toping. 0 7 3 9 №59. fan …

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ansin. №69. fan bobi-6; fan bo‘limi-2; qiyinchilik darajasi-2 integral hisoblansin. №70. fan bobi-6; fan bo‘limi-1; qiyinchilik darajasi-2 integralni hisoblansin. + c + c + c +c №71. fan bobi-2; fan bo‘limi-4; qiyinchilik darajasi-2 ni toping. 2 0 1 -1 №72. fan bobi-3; fan bo‘limi-2; qiyinchilik darajasi-2 ni hosilasini toping. №73. fan bobi-3; fan bo‘limi-1; qiyinchilik darajasi-2 ni hosilasini toping. №75. fan bobi-3; fan bo‘limi-2; qiyinchilik darajasi-2 ni hosilasini toping. 76. fan bobi-3; fan bo‘limi-3; qiyinchilik darajasi-2 ni hosilasini toping. №77. fan bobi-3; fan bo‘limi-2; qiyinchilik darajasi-2 ni hosilasini toping. №78. fan bobi-2; fan bo‘limi-5; qiyinchilik darajasi-2 ni toping. 2 1 0 №79. fan bobi-2; fan bo‘limi-4; qiyinchilik darajasi-2 ni toping. 3 2 -3 1 №80. fan bobi-2; fan bo‘limi-5; qiyinchilik darajasi-2 ni toping №81. fan bobi-2; fan bo‘limi-7; qiyinchilik darajasi-2 ni toping. -2 -1 1 0 №82. fan bobi-1; fan bo‘limi-8; qiyinchilik darajasi-2 nuqtadan to‘g‘ri chiziqqacha bo‘lgan masofani toping. №83. …

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matematik fizika metodlari fanidan test savollari “oliy matematika” fani №1. fan bobi-1; fan bo‘limi-8; qiyinchilik darajasi-1 , bo`lsa, kesmani nisbatda bo`luvchi nuqtaning koordinatalarini toping. №2. fan bobi-1; fan bo‘limi-8; qiyinchilik darajasi-2 , bo`lsa, ab kesmani nisbatda bo`luvchi c nuqtaning koordinatalarini toping. №3. fan bobi-1; fan bo‘limi-7; qiyinchilik darajasi-1 to`g’ri chiziq qachon o`qiga parallel bo`ladi. №4. fan bobi-1; fan bo‘limi-7; qiyinchilik darajasi-1 to`g’ri chiziq qachon o`qiga parallel bo`ladi. №5. fan bobi-1; fan bo‘limi-7; qiyinchilik darajasi-2 tenglama bilan berilgan to`g’ri chiziq o`qi bilan qanday burchak tashkil qiladi. №6. fan bobi-1; fan bo‘limi-8; qiyinchilik darajasi-1 tenglama bilan berilgan to`g’ri chiziq o`qi bilan qanday burchak tashkil qiladi...

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