Variant 1 Ushbu + funksiyaning minimumini kvadratik interpolyat-siya usuli orqali toping. Boshlang’ich nuqta sifatida 0,25, qadam sifatida ∆x=0,25 va =0,02; =0,05 deb oling


Download 82.76 Kb.
bet2/6
Sana20.12.2022
Hajmi82.76 Kb.
#1033983
1   2   3   4   5   6
Bog'liq
Mustaqil ish Chekli Olcham extrem masala

Variant 6

  1. Nyuton usuli algoritmini keltiring va quyidagi shartsiz minimallashtirish masalasini yeching:

  2. Ushbu funksiyaning minimumini intervalni teng ikkiga bo’lish usuli yordamida toping. Algoritmni yakunlash uchun deb oling.

  3. Quyidagi chiziqli programmalashtirish masalasini grafik usulda yeching:


Variant 7

  1. Ushbu - funksiyaning minimumini kvadratik interpolyat-siya usuli orqali toping. Boshlang’ich nuqta sifatida 0,25, qadam sifatida ∆x=0,25 va =0,02; =0,05 deb oling.

  2. Gradiyentning proyeksiyasi usuli algoritmini keltiring va quyidagi shartli minimallashtirish masalasini yeching:




  1. Quyidagi chiziqli programmalashtirish masalasini grafik usulda yeching:


Variant 8

  1. Ushbu - funksiyaning minimumini kvadratik interpolyat-siya usuli orqali toping. Boshlang’ich nuqta sifatida 0,25, qadam sifatida ∆x=0,25 va =0,02; =0,05 deb oling.

  2. Jarimalar usuli algoritmini keltiring va quyidagi shartli minimallashtirish masalasini yeching:




  1. Quyidagi chiziqli programmalashtirish masalasini grafik usulda yeching:


Variant 9

  1. Xuk-Jivs usuli algoritmini keltiring va quyidagi shartsiz minimallashtirish masalasini yeching:

  2. Ushbu funksiyaning minimumini intervalni teng ikkiga bo’lish usuli yordamida toping. Algoritmni yakunlash uchun deb oling.

  3. Quyidagi chiziqli programmalashtirish masalasini grafik usulda yeching:


Variant 10

  1. Koordinatalar boʻylab tushish usuli algoritmini keltiring va quyidagi shartsiz minimallashtirish masalasini yeching:

  2. Ushbu - funksiyaning minimumini Dixotomiya usuli yordamida toping ( deb oling).

  3. Quyidagi chiziqli programmalashtirish masalasini grafik usulda yeching:




Download 82.76 Kb.

Do'stlaringiz bilan baham:
1   2   3   4   5   6




Ma'lumotlar bazasi mualliflik huquqi bilan himoyalangan ©fayllar.org 2024
ma'muriyatiga murojaat qiling