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Operations Research an Introduction 10th Edition Taha Solutions Manual

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Operations Research An Introduction 10th Edition Taha SOLUTIONS MANUAL Full download at: http://testbanklive.com/download/operations-research-an-introduction-10th-edition-taha-solutions-manual/  C H  A P T E R 2   M o de l i ng   w i t h L i n e a r    P r  og r  a m m i ng   2 - 1   .   ã    « ' x  ,    x. >- 0  j  +   Chapter 2   (a.)  X   z.   -  x  ,   >-  I _,,, -  )('  1   -r  X  .._   �    I I I   C h J    x ,   -i- :l   x  .._   �   3 a �    x  , -t  :J   x  ,   � ,   (<;}  X    2. �    X  1   Or  x 1   -  K   z.   �   6   (d)  x  ,   -i-  x .   ?:- 3   c e >   o »    ,  x.  ,   .\'  1   )   = (  t   ,   'i   )   (,c, , x , )   ;.. o    ,  x/+ 4 1(  '1   = � :Z    I ;c I + :1..  /l    'I = 'J    (bJ o; .x . J   -=- (  z., z. J   (   ,  x  x.  ,   ,J.) �   0   s  x  , + � l(  . J    o \$   X  1 � ?..   z  -   /   , !,   )( 1   -r 4  X  z    > x ,   » :l. Z -f 4  )(  1-   I  xz.   '= .2 0   =   - = c    Z  t  < :    /  1   (  e 1  s  ,  M  t. + :z. J<. 2.   6 - 1   J( l   + I  X  Z    = 0    I  XZ. : Z.   < I    =   :z Z =    s  x 2 + 1  x 2.   .. \$  1 8    ( C J   ( J(' , ,   ,c ,. )   :: ( S ,   I· � )   )(, > )( � ?:   0   6   x 3 -r  'I   X  l  · S '  =   � L/   I lt.3 + .2.)1.  ss: ::: 6   -llt3 + I     x t  �   : -  l  · S    I X t  -  s   : J .   S°   Z = 3    x 3+   �  x  , .  ,;   =   (  .I  J    (!  ,   ->  x  .  )   = (  :t  ,    I   )   z. 'IX I =  I 6, <.:t - 'f    f  us , · 1. f  .,_   < '    / JC 2 + Z   X  I    '  ,q   - J  IC  Z.   +  /   X  I    : ãI < I    /   ,C  l    , , i   < 2.   Z::. S x l   -t 4 JC I   =  st«   (. e )   (   x  , ,    x  ,  )   = ( .1 ,   -I) .    )(  1   �   0 J  x; < 0 I .;,.. �   �  ,   (  c  )   1 i:- i1,.   4£ { �   �   c  x.  ,    X  2.   > -= <    z   ,   .2   )   1 3 ,k  (;     S    1   a,,,./ .s ._   l,e fk u-.,. ..,.,._   ,(  �   � � ..c; 'f!_    H  I  �   1-1 3. .   ro  ,   M  l  :   :s  ,   = .t  'I  -   c  ,  x; -t    '(   Xi.  ) =   4 1, n .r   /  d  /    !b,, fo'l  l  1    s:i ::   , - f  ,   -,. � ,. ...   )   = ,  _    (   .t -r  .2 X Z )   .::. 0  f  o nr     /  t/o.At    2 - 2    >   ·   \$ (c) - x , t- x ,   = I     _ J? ; � (!)- 1< - - -:,, � x ,   C h a p t e r   2   ° (   , � ,  z ..   l =  fi  /  3   I Q )   -4   ( C )    x.  ,   (e)   (  b )   8   M  � � e,   Z = � i< ,   + 3  X  i.    s. t .   ( C l   (a)  x  , � � - s    X  z  : �   \ . <J   (h)  x. ;,: z.   o  pl  r  m ã in  ,   c .t - S ,   1 · 1S   )   i-: '\$ 1 '1 · 5 0   o  p l  r  m  ,i m :   ( -2 ,   2. )   - 'l,  ..    f     /  {f    +    /  O 'J< ,   +-  s  X  z.   .:1: e o o   (I )   6   X   ,   +- .i o  X   z._   S.. 6  0 0   ( 2. )   K   x  , + J  o  X  ._   � & o o   (  3  )   0  �   O   CC  u-t.c    o,I- r/  :   x., '= 5  � - 9 9    X  2.  :- 1 9 - 1 2 7' '-t--' � .._ ..   ; t- ....:::: .....,_ � _ X ,   c on t i nued   . . .   2 - 3   2 -= :!J. Ir.ff. :J  '{    . . -   .    Chapter 2   ;< ,   = nu , ,.. H-\,   cl} �   .!/  A   ><  z = � 1 �     f       B   x ,   = .t .,,.;., uwu1   ..,;,  A I I  K  ,.   = ¢ �   - ·    B M  a ::x  �   Z = :l.o ;;< 1   T 5 o  )('  ._    M  t1  ,< l  m i 2 e    Z = · O S     X  1   + · 0 1'  >< 2-   - ..:  x ...:  , .. - � - 8    X  1 +  X  i.    x  ,   �   J  o o   �  x  ,   + q.  x  ,.   �   .fl. q. , o    x  ,  ,   JC._ � o   So   s . r  .   5 1 00    X, �   . :2 s   (   x  , f   X'  a  )   )(._ �   · S (  X  1 +   X . )   I( I <l' ã \$  )(  l.    )( -t  X  ;i.   .5: S  o 11 0    1    x .  ,   � '&,   �   0   � - :   >C ,   -:. 4 :t   S- 0  0     x ._  :  , :i  s o o   z. :.   t 3 :l  S '    , I   o  p h · rn wm. '    ><; '   � a    )(  ._ ,. 1 0    Z - � ' '   O o o   a   q ,., Jr -    J   ã   .&,.:J, -p,. :    X, = S  S  O    s li e e k    Xz   (  S1 . t  3   1,,, 1 1   Z =- f., .t.   'lf  , S  f  '/  .  '( o   <    F  o o   2 -4
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