Zadania PLB, Studia, Podstawy Optymalizacji
[ Pobierz całość w formacie PDF ] Zadanie nr 250max c | x, gdzie:c=[ -42.0 84.0 92.0 16.0 -16.0 46.0 34.0 ]Przy ograniczeniach:-22.0*x1+30.0*x2+34.0*x3+2.0*x4+48.0*x5+136.0*x6-22.0*x7 <= 162134.0*x1+20.0*x2+144.0*x3+64.0*x4-12.0*x5+62.0*x6+90.0*x7 <= 156136.0*x1+16.0*x2+50.0*x3+6.0*x4+40.0*x5-6.0*x6-40.0*x7 <= 142x1 naleソy do {0,1}x2 naleソy do {0,1}x3 naleソy do {0,1}x4 naleソy do {0,1}x5 naleソy do {0,1}x6 naleソy do {0,1}x7 naleソy do {0,1}---------------------------------------------------------------------------Zadanie nr 251max c | x, gdzie:c=[ 60.0 28.0 30.0 -36.0 138.0 42.0 36.0 ]Przy ograniczeniach:6.0*x1+12.0*x2+122.0*x3+40.0*x4+130.0*x5+54.0*x6-32.0*x7 <= 32140.0*x1+76.0*x2+140.0*x3+138.0*x4+124.0*x5-48.0*x6-22.0*x7 <= 8042.0*x1+28.0*x2+134.0*x3+78.0*x4+134.0*x5+120.0*x6-22.0*x7 <= 50x1 naleソy do {0,1}x2 naleソy do {0,1}x3 naleソy do {0,1}x4 naleソy do {0,1}x5 naleソy do {0,1}x6 naleソy do {0,1}x7 naleソy do {0,1}---------------------------------------------------------------------------Zadanie nr 252min c | x, gdzie:c=[ 120.0 6.0 60.0 -34.0 54.0 98.0 -44.0 102.0 ]Przy ograniczeniach:110.0*x1+64.0*x2+70.0*x3+44.0*x4-46.0*x5-44.0*x6+120.0*x7-12.0*x8 >= 104124.0*x1+108.0*x2+150.0*x3-6.0*x4+16.0*x5+54.0*x6+110.0*x7+30.0*x8 >= 136-32.0*x1+90.0*x2+126.0*x3-44.0*x4+114.0*x5+46.0*x6-44.0*x7+78.0*x8 >= 15072.0*x1+16.0*x2+146.0*x3+112.0*x4-34.0*x5+114.0*x6+140.0*x7-4.0*x8 >= 186110.0*x1+80.0*x2+78.0*x3-44.0*x4+84.0*x5+134.0*x6+142.0*x7+82.0*x8 >= 3080.0*x1+110.0*x2+88.0*x3+50.0*x4+48.0*x5+108.0*x6+116.0*x7+116.0*x8 >= 36x1 naleソy do {0,1}x2 naleソy do {0,1}x3 naleソy do {0,1}x4 naleソy do {0,1}x5 naleソy do {0,1}x6 naleソy do {0,1}x7 naleソy do {0,1}x8 naleソy do {0,1}---------------------------------------------------------------------------Zadanie nr 253max c | x, gdzie:c=[ -22.0 124.0 80.0 100.0 26.0 38.0 ]Przy ograniczeniach:64.0*x1+42.0*x3-6.0*x4+24.0*x5-42.0*x6 <= 94110.0*x1+94.0*x2+10.0*x3+56.0*x4+24.0*x5+6.0*x6 <= 1098.0*x1+72.0*x2-24.0*x3+104.0*x4+100.0*x5-28.0*x6 <= 1622.0*x1+60.0*x2+106.0*x3+30.0*x4-40.0*x5+66.0*x6 <= 102x1 naleソy do {0,1}x2 naleソy do {0,1}x3 naleソy do {0,1}x4 naleソy do {0,1}x5 naleソy do {0,1}x6 naleソy do {0,1}---------------------------------------------------------------------------Zadanie nr 254max c | x, gdzie:c=[ -2.0 144.0 10.0 136.0 16.0 -42.0 ]Przy ograniczeniach:-4.0*x1+18.0*x2+68.0*x3+116.0*x4+108.0*x5+18.0*x6 <= 444.0*x1+138.0*x2+64.0*x3+60.0*x4+68.0*x5+4.0*x6 <= 58-2.0*x1+70.0*x2+40.0*x3-48.0*x4+96.0*x5-42.0*x6 <= 150132.0*x1+32.0*x2+102.0*x3-8.0*x4+76.0*x5+16.0*x6 <= 104x1 naleソy do {0,1}x2 naleソy do {0,1}x3 naleソy do {0,1}x4 naleソy do {0,1}x5 naleソy do {0,1}x6 naleソy do {0,1}---------------------------------------------------------------------------Zadanie nr 255max c | x, gdzie:c=[ -18.0 94.0 80.0 138.0 -4.0 96.0 38.0 -12.0 ]Przy ograniczeniach:40.0*x1+42.0*x2+66.0*x3+98.0*x4-38.0*x5-14.0*x6+20.0*x7+38.0*x8 <= 1448.0*x1-34.0*x2-6.0*x3+52.0*x4+74.0*x5+20.0*x6+20.0*x7+80.0*x8 <= 120-8.0*x1+44.0*x2+144.0*x3+56.0*x4-32.0*x5+102.0*x6+14.0*x7+124.0*x8 <= 182-2.0*x1+78.0*x2+70.0*x3+6.0*x4-26.0*x5+12.0*x6+84.0*x7-28.0*x8 <= 14822.0*x1+32.0*x2+82.0*x3-16.0*x5+106.0*x6-24.0*x7+122.0*x8 <= 62112.0*x1+56.0*x2+138.0*x3-48.0*x4-12.0*x5-30.0*x6+84.0*x7+100.0*x8 <= 1282.0*x1+132.0*x2+74.0*x3+132.0*x4+98.0*x5-10.0*x6-46.0*x7+14.0*x8 <= 118106.0*x1+118.0*x2+34.0*x3+48.0*x4+46.0*x5+150.0*x6-6.0*x7-24.0*x8 <= 186x1 naleソy do {0,1}x2 naleソy do {0,1}x3 naleソy do {0,1}x4 naleソy do {0,1}x5 naleソy do {0,1}x6 naleソy do {0,1}x7 naleソy do {0,1}x8 naleソy do {0,1}---------------------------------------------------------------------------Zadanie nr 256min c | x, gdzie:c=[ 144.0 74.0 74.0 64.0 76.0 146.0 -34.0 ]Przy ograniczeniach:26.0*x1+24.0*x2+54.0*x3+150.0*x4+132.0*x5+136.0*x6+26.0*x7 >= 868.0*x1+114.0*x2-38.0*x3+76.0*x4-24.0*x5+134.0*x6+104.0*x7 >= 104-8.0*x1-6.0*x2+98.0*x3+150.0*x4+66.0*x5+108.0*x6+70.0*x7 >= 18424.0*x1+30.0*x2-6.0*x3+38.0*x4+40.0*x5+12.0*x6+144.0*x7 >= 18462.0*x1+18.0*x2+86.0*x3+4.0*x4-8.0*x5-50.0*x6+76.0*x7 >= 20-34.0*x1+82.0*x2-36.0*x3+66.0*x4+40.0*x5-48.0*x6+14.0*x7 >= 104-32.0*x1+62.0*x2+116.0*x3+68.0*x4+90.0*x5+28.0*x6+60.0*x7 >= 138x1 naleソy do {0,1}x2 naleソy do {0,1}x3 naleソy do {0,1}x4 naleソy do {0,1}x5 naleソy do {0,1}x6 naleソy do {0,1}x7 naleソy do {0,1}---------------------------------------------------------------------------Zadanie nr 257min c | x, gdzie:c=[ 128.0 102.0 140.0 66.0 54.0 26.0 86.0 46.0 ]Przy ograniczeniach:138.0*x1-10.0*x3+4.0*x4-4.0*x5-34.0*x6+68.0*x7+50.0*x8 >= 7262.0*x1+92.0*x2+22.0*x3+102.0*x4+138.0*x5+142.0*x6+150.0*x7+72.0*x8 >= 98142.0*x1-38.0*x3-34.0*x4+104.0*x5+148.0*x6-2.0*x7+102.0*x8 >= 448.0*x1+66.0*x2+40.0*x3+136.0*x4-42.0*x5-38.0*x6+140.0*x7+44.0*x8 >= 15234.0*x1+12.0*x2+20.0*x3+52.0*x4+18.0*x5+6.0*x6-12.0*x7+142.0*x8 >= 58116.0*x1-22.0*x2-2.0*x3-42.0*x4+112.0*x5-2.0*x6+50.0*x7+30.0*x8 >= 18856.0*x1+76.0*x2+146.0*x3+140.0*x4+64.0*x5+120.0*x6+86.0*x7+60.0*x8 >= 8120.0*x1-20.0*x2+132.0*x3+52.0*x4-46.0*x5-42.0*x6+50.0*x7-46.0*x8 >= 86x1 naleソy do {0,1}x2 naleソy do {0,1}x3 naleソy do {0,1}x4 naleソy do {0,1}x5 naleソy do {0,1}x6 naleソy do {0,1}x7 naleソy do {0,1}x8 naleソy do {0,1}---------------------------------------------------------------------------Zadanie nr 258max c | x, gdzie:c=[ 44.0 2.0 0.0 26.0 136.0 66.0 -2.0 68.0 ]Przy ograniczeniach:14.0*x1+22.0*x2-2.0*x3+28.0*x4+80.0*x5+86.0*x6+134.0*x7-26.0*x8 <= 36-36.0*x1+104.0*x2-2.0*x3+6.0*x4+72.0*x5+82.0*x6+12.0*x7+92.0*x8 <= 96-22.0*x1+142.0*x2-36.0*x3+24.0*x4+144.0*x5+146.0*x6+98.0*x7-50.0*x8 <= 18232.0*x1+108.0*x2+70.0*x3+150.0*x4+66.0*x5+94.0*x6+78.0*x7-6.0*x8 <= 96x1 naleソy do {0,1}x2 naleソy do {0,1}x3 naleソy do {0,1}x4 naleソy do {0,1}x5 naleソy do {0,1}x6 naleソy do {0,1}x7 naleソy do {0,1}x8 naleソy do {0,1}---------------------------------------------------------------------------Zadanie nr 259max c | x, gdzie:c=[ 142.0 110.0 92.0 30.0 -20.0 106.0 ]Przy ograniczeniach:80.0*x1+120.0*x2+126.0*x3+44.0*x4+36.0*x5-50.0*x6 <= 10624.0*x1+106.0*x2+46.0*x3+12.0*x4+40.0*x5+56.0*x6 <= 90140.0*x1+48.0*x2+44.0*x3-42.0*x4+132.0*x5+46.0*x6 <= 54-12.0*x1+50.0*x2+114.0*x3-30.0*x4-20.0*x5+116.0*x6 <= 524.0*x1+132.0*x2+114.0*x4+6.0*x5+86.0*x6 <= 178x1 naleソy do {0,1}x2 naleソy do {0,1}x3 naleソy do {0,1}x4 naleソy do {0,1}x5 naleソy do {0,1}x6 naleソy do {0,1}---------------------------------------------------------------------------Zadanie nr 260min c | x, gdzie:c=[ 132.0 58.0 144.0 130.0 122.0 80.0 46.0 118.0 ]Przy ograniczeniach:34.0*x1+146.0*x2+96.0*x3-32.0*x4-42.0*x5-6.0*x6-16.0*x7-14.0*x8 >= 5468.0*x1-24.0*x2+46.0*x3+6.0*x4+74.0*x5+20.0*x6-18.0*x7+102.0*x8 >= 86144.0*x1-8.0*x2+126.0*x3+136.0*x4+56.0*x5-8.0*x6+76.0*x7+118.0*x8 >= 112x1 naleソy do {0,1}x2 naleソy do {0,1}x3 naleソy do {0,1}x4 naleソy do {0,1}x5 naleソy do {0,1}x6 naleソy do {0,1}x7 naleソy do {0,1}x8 naleソy do {0,1}---------------------------------------------------------------------------Zadanie nr 261max c | x, gdzie:c=[ 42.0 26.0 62.0 78.0 40.0 144.0 ]Przy ograniczeniach:-16.0*x1+24.0*x2+98.0*x3+62.0*x4+90.0*x5-28.0*x6 <= 26116.0*x1+120.0*x2-6.0*x3+58.0*x4+116.0*x5-24.0*x6 <= 12820.0*x1+86.0*x2+22.0*x3+108.0*x4+52.0*x5+62.0*x6 <= 1182.0*x1-6.0*x2+140.0*x3+132.0*x4-48.0*x5+2.0*x6 <= 148x1 naleソy do {0,1}x2 naleソy do {0,1}x3 naleソy do {0,1}x4 naleソy do {0,1}x5 naleソy do {0,1}x6 naleソy do {0,1}---------------------------------------------------------------------------Zadanie nr 262min c | x, gdzie:c=[ 52.0 72.0 30.0 -20.0 58.0 146.0 60.0 ]Przy ograniczeniach:140.0*x1+16.0*x2+58.0*x3+128.0*x4+74.0*x5+108.0*x6+80.0*x7 >= 142144.0*x1-50.0*x2-20.0*x3-34.0*x4+122.0*x5+104.0*x6+2.0*x7 >= 9054.0*x1+56.0*x2+76.0*x3+96.0*x4+62.0*x5+128.0*x6+44.0*x7 >= 17856.0*x1+94.0*x2+90.0*x3+96.0*x4-34.0*x5+58.0*x6+26.0*x7 >= 44-14.0*x1+76.0*x2+26.0*x3+80.0*x4+80.0*x5+90.0*x7 >= 132-38.0*x1+52.0*x2+26.0*x3+76.0*x4+40.0*x5-18.0*x6+66.0*x7 >= 42106.0*x1+42.0*x2+108.0*x3+146.0*x4+66.0*x5+132.0*x6-4.0*x7 >= 26x1 naleソy do {0,1}x2 naleソy do {0,1}x3 naleソy do {0,1}x4 naleソy do {0,1}x5 naleソy do {0,1}x6 naleソy do {0,1}x7 naleソy do {0,1}---------------------------------------------------------------------------Zadanie nr 263min c | x, gdzie:c=[ 28.0 2.0 144.0 6.0 -12.0 22.0 -10.0 128.0 ]Przy ograniczeniach:122.0*x1+68.0*x2+114.0*x3+16.0*x4-22.0*x5+8.0*x6+88.0*x7+16.0*x8 >= 12148.0*x1-26.0*x2+10.0*x3+80.0*x4+34.0*x5+146.0*x6+36.0*x7+106.0*x8 >= 6868.0*x1+68.0*x2+60.0*x3+32.0*x4+128.0*x5+138.0*x6+118.0*x7+104.0*x8 >= 1942.0*x1+2.0*x2-44.0*x3+104.0*x4+136.0*x5-34.0*x6+118.0*x7+52.0*x8 >= 486.0*x1-12.0*x2+88.0*x3+68.0*x4+112.0*x5+12.0*x6+10.0*x7-46.0*x8 >= 7494.0*x1+70.0*x2+126.0*x3-22.0*x5-30.0*x6+52.0*x7+34.0*x8 >= 96x1 naleソy do {0,1}x2 naleソy do {0,1}x3 naleソy do {0,1}x4 naleソy do {0,1}x5 naleソy do {0,1}x6 naleソy do {0,1}x7 naleソy do {0,1}x8 naleソy do {0,1}---------------------------------------------------------------------------Zadanie nr 264max c | x, gdzie:c=[ -50.0 82.0 34.0 126.0 70.0 144.0 -28.0 ]Przy ograniczeniach:28.0*x1+128.0*x2+34.0*x3+60.0*x4-48.0*x5+26.0*x6+52.0*x7 <= 5894.0*x1+132.0*x2-26.0*x3+78.0*x4+124.0*x5-28.0*x6-28.0*x7 &...
[ Pobierz całość w formacie PDF ] zanotowane.pldoc.pisz.plpdf.pisz.plimikimi.opx.pl
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StartZadanie z Zarządzania Transportem Miejskim i Regionalnym, PG, PG sem. II mgr, Zarządzanie transportem miejskim i regionalnym, GrulkowskiZadania wypracowań - Historia Sztuki(1), Historia sztukiZadania Algebra, AlgebraZadania-Gothic I, Gothic IZadania wantuch + rozw, Elektrotechnika AGH, Semestr III zimowy 2013-2014, semestr III, semestr III, Teoria obwodów 2zadanie7a, MAMA, Praca dyplomowa, Nowy folder, Nowy folderZadania (zestawy I-VI), Download Gry & Pomoce Naukowe, WIP (mgr) pomoce naukowe, KIDMUZadania z mechaniki 1, Politechnika, Mechanikazapis konstrukcji zadania, POLITECHNIKA WROCŁAWSKA (2009), Semestr II, Grafika Inżynierska - Zapis KonstrukcjiZadania 3 MMA 2014 rów falowe final, Inżynieria Akustyczna, 4 semestr, MMwA - Metody Matematyczne w Akustyce, MMA
zanotowane.pldoc.pisz.plpdf.pisz.plkranzfafka.pev.pl
Cytat
Filozof sprawdza się w filozofii myśli, poeta w filozofii wzruszenia. Kostis Palamas Aby być szczęśliwym w miłości, trzeba być geniuszem. Honore de Balzac Fortuna kołem się toczy. Przysłowie polskie Forsan et haec olim meminisse iuvabit - być może kiedyś przyjemnie będzie wspominać i to wydarzenie. Wergiliusz Ex Deo - od Boga. |
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