Math, asked by mumbai2180, 4 months ago

3- 2x >
3 - 2 \geqslant 2x - 12
2 x - 12​

Answers

Answered by farhaanaarif84
0

Answer:

Problem Objective functions Constraints

CONSTR minimize:

f1(x) = x1 9x1+x2−6⩾0

f2(x) = (1 + x2)/x1 9x1−x2−1⩾0

0.1⩽x1⩽1, 0⩽x2⩽5

KITA maximize:

f1(x)=−x21+x2 16x1+x2−132⩽0

f2(x)=12x1+x2+ 1 12x1+x2−152⩽0

5x1+x2−30⩽0

x1⩾0, x2⩾0

EX004 minimize:

f1(x) = x1 + 2 2x1+ 3x2−6⩾0

f2(x)=exp(x2)+ 1 2x1+ 3x2−12⩽0

x1⩾0, 0⩽x2⩽2

HS05X minimize:

f1(x) = (x1 − x2)2 + (x2 + x3 − 2)2

+ (2x4 − 1)2 + (x5 − 1)2 x1 + 3x2 − 4 = 0

f2(x) = (4x1 − x2)2 + (x2 − x3 − 2)2

+ (x4 − 1)2 + (3x5 − 1)2 x3 + x4 − 2x5 = 0

f3(x) = (x1 + x2)2 + (x2 + x3 + 2)2

+ (x4 − 1)2 + (x5 + 1)2 x2 − x5 = 0

−10⩽xi⩽10,i=1,…,5.

LISWETM minimize:

f1(x)=∑i=17−(Ti−−√+ 0.1sin(i))xi

+∑7i=10.25x2i ∑2i=0cixj+k−i⩾0,j=1,…,5

f2(x)=∑i=17−(T3i+ 0.1sin(i))xi

+∑7i=10.5x2i xi⩾0,i=1,…,7

Ti=i−1n+k−1, i=1,…,7,

c0 = 1, c2 = − 2 and c3 = 1.

PEKKA1 maximize:

f1(x) = 11x2 + 11x3 + 12x4

+ 9x5 + 9x6 − 9x7 ∑i=17xi= 1

f2(x) = 11x2 + 11x3 + 9x4

+ 12x5 + 9x6 − 9x7 xi⩾0,i=1,2,…,7

f3(x) = 11x1 + 11x2 + 9x4

+ 9x5 + 12x6 + 12x7

PEKKA2 maximize:

f1(x) = x1 x1+ 2x2+ 2x3−8⩽0

f2(x) = x2 2x1+ 2x2+x3−8⩽0

f3(x) = x3 3x1−2x2+ 4x3−12⩽0

xi⩾0,i=1,2,3

SW1 maximize:

f1(x) = 100 − 7x1 − 20x2 − 9x3 1.5x1+x2+ 1.6x3−9⩽0

f2(x) = 4x1 + 5x2 + 3x3 x1+ 2x2+x3−10⩽0

f3(x) = x3 3x1−2x2+ 4x3−12⩽0

xi⩾0,i=1,2,3

SW2 maximize:

f1(x) = 9x1 + 19.5x2 + 7.5x3 1.5x1+x2+ 1.6x3−9⩽0

f2(x) = 7x1 + 20x2 + 9x3 x1+ 2x2+x3−10⩽0

f3(x)=−(4x1+ 5x2+ 3x3) 3x1−2x2+ 4x3−12⩽0

xi⩾0,i=1,2,3

KM maximize:

f1(x) = x1 + x2 − 5 3x1+x2−12⩽0

f2(x)=15(10x1−x21+ 4x2−x22−11) 2x1+x2−9⩽0

x1+ 2x2−12⩽0

x1⩾0,x2⩾0

Back to article page

Over 10 million scientific documents at your fingertips

Switch Edition

Academic Edition Corporate Edition

Home Impressum Legal information Privacy statement California Privacy Statement How we use cookies Manage cookies/Do not sell my data Accessibility Contact us

Not logged in - 47.29.132.224

Not affiliated

Springer Nature

© 2021 Springer Nature Switzerland AG. Part of Springer Nature.

PDF

Help

Your privacyWe use cookies to ensure

Similar questions