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B ZqR$Q$l R$pA-'UK$R$KUH&|7~Y >: 0AA @3ʚ;ʚ;g4BdBdX0^ppp@ <4ddddA10P3 80___PPT10 pp?4-  Csar Liza AvilaO  = El Problema de las VacasCesar Liza Avila  Enunciado (Se tienen 2 vacas que deben alimentarse. Se coloca bloques de pasto en fila para alimentarlas. Las vacas solo pueden comer el pasto que se encuentra en uno de sus extremos La primera de ellas, una vaca inteligente desea aplicar una estrategia que le permita comer mas pasto. La segunda come el bloque de pasto mas grande que se encuentra en uno de los extremos. Implemente la estrategia de la 1ra vaca.P          # include <iostream.h> # include <iomanip.h> #define MAX 100 #define max(a,b) ((a)>(b))?(a):(b) int vacas(int P[], int n); void llenaTabla(int n, int tabla[][MAX]); void impTabla(int tabla[][MAX], int n); void main(void) { int P[ ]={2, 2, 1, 5, 3, 8, 7, 3} ; cout<<"Si la 1ra vaca es inteligente come: <<vacas(P, 8)<<endl; }f-PP3PPmPPPY      $4        0` 33` Sf3f` 33g` f` www3PP` ZXdbmo` \ғ3y`Ӣ` 3f3ff` 3f3FKf` hk]wwwfܹ` ff>>\`Y{ff` R>&- {p_/̴>?" dd@,|?" dd@   " @ ` n?" dd@   @@``PR    @ ` ` p>> (    6p  `}  _+Haga clic para cambiar el estilo de ttulo , ,/  0x  `  kHaga clic para modificar el estilo de texto del patrn Segundo nivel Tercer nivel Cuarto nivel Quinto nivel7    l  0 ^ `  >*  0 ^   @*  0  ^ `  @*H  0޽h ? 3380___PPT10.Pά *Diseo predeterminado0 p`#(  ` ` 0G P    P*   ` 0K     R*  d ` c $ ?  / ` 0O  0  kHaga clic para modificar el estilo de texto del patrn Segundo nivel Tercer nivel Cuarto nivel Quinto nivel7    l ` 6  _P   P*   ` 6O _   R*  H ` 0޽h ? 3380___PPT10.wLp04  Csar Liza Avila  4(  r  S t5  r  S "Gp  t  s LA   vaca-borracha-2   <A  vaca t&h T0H  0޽h ? 3380___PPT10.Pά 0 IA0  (   x  c $lI    x  c $l   R  s * W R  s *%  R  s *5 ~ R  s * R  s *    S 4A vaca-Sola z  T0L  C $A vaca R  s * Z   <q  9. . .,H  0޽h ? 3380___PPT10.\L\ 0 0'+L\(  LX L 0—Z g rSea Tabla(i, j) la cantidad de pasto que puede comer la vaca 1 cuando empieza a comer con bloques entre i hasta j.Hs Yh L 6`s1"`Mk<  L 0r ^Ji, i+1, i+2, . & ..& , j-2, j-1, jLB L c $DM{{0LB  L c $DM0LB  L c $DM 0LB  L c $DM 0LB  L c $DM 0LB  L c $DM  0 L 65  La vaca 1, tiene dos alternativas 1) Come pi y luego come lo que pueda comer entre lo que queda Pero que le queda? Pues si pi+1>pj, la vaca 2 come pi+1, dejando |"4 P*P 8X L 6h1"` q o   L 0 * w  Ri, i+1, i+2, . & . . & & , j-2, j-1, j* !LB L c $D c LB L c $D c LB L c $D ] ] c LB L c $D m m c LB L c $D ~ ~ c  L < g  tabla(i,j) = pi + tabla(i+2, j) 6 RB L s *D c LB L c $D c RB L@ s *D  RB L@ s *Dc c RB L s *D c 6 L B G  ,Pero si pi+1  L 6`1"` P   L 0  Ri, i+1, i+2, . & . . & & , j-2, j-1, j6*LB  L c $D  LB !L c $D  LB "L c $D 0 0 LB #L c $D @ @ RB $L s *D P `  %L <p qI  !tabla(i,j) = pi + tabla(i+1, j-1)""6  RB &L s *D ` ` LB 'L c $D  RB (L@ s *D   RB )L@ s *D  RB *L s *D  RB +L s *D P ` H L 0޽h ? 3380___PPT10.  0 P!.X(  X  X 6< |~2) Come pj y luego come lo que pueda comer entre lo que queda Pero que le queda? Pues si pi>pj-1, la vaca 2 come pi, dejando t4 PP 8X  X 6p1"`~    X 0*  Ri, i+1, i+2, . & . . & & , j-2, j-1 j$*&LB X c $D}LB X c $D}LB X c $D] ] }LB X c $Dm m }LB X c $D~ ~ } X <L  !tabla(i,j) = pj + tabla(i+1, j-1)""6  LB X c $D}LB X c $D}RB X@ s *D}}RB X@ s *DRB X s *D}& X BG/ .Pero si pi% 8X  \ <X > 'Si pi>pj-1 pj + tabla(i+1, j-1)((P   \ <pj-1 pj + tabla(i, j-2)&&P  \ <Pq l %Si pi+1>pj pi + tabla(i+2, j)&&P  \ <xi 1  'Si pi+1 P[i+1]) pi = tabla[i+1][j-1]; else pi = tabla[i+2][j]; if (P[i]< P[j+1]) pj = tabla[i][j-2]; else pj = tabla[i+1][j-1]; tabla[i][j] = max (P[i] + pi, P[j] + pj); } impTabla(tabla, n); // no es necesario return tabla[0][n-1]; }     $ -/!H < 0޽h ? 3380___PPT10.ox< 0 z@(    NAAA ?* N    pA vaca_lechera 8=   0 s jc  J6Vaca 1: 3 + 8 + 5 + 2 = 18 Vaca 2: 7 + 3 + 2 +1 = 13   lA  vaca" 90T0 H  0޽h ? 3380___PPT10.P. 0 /'@P(  P P tA beijao_da_vaca h   P 0x' Y  kPD: Este problema es similar 3379-Two Ends. http://acmicpc-live-archive.uva.es/nuevoportal/ Los movimientos de la vaca que usa la estratagia de tomar el mayor de los extremos debe ser llenado en las diagonales que estan vacias.<"//T0,[H P 0޽h ? 33___PPT10i.P3+D=' = @B +r8P 04xp9*k=q|bOYa*Oh+'0T `h   El Problema de las VacasAdministradorCesar11Microsoft PowerPoint@Pt@@ӣZkGSg  )'    """)))UUUMMMBBB999|PP3f333f3333f3ffffff3f̙3ff333f333333333f33333333f33f3ff3f3f3f3333f33̙33333f333333f3333f3ffffff3f33ff3f3f3f3fff3ffffffffff3ffff̙fff3fffff3fff333f3f3ff3ff33f̙̙3̙ff̙̙̙3f̙3f333f3333f3ffffff3f̙3f3f3f333f3333f3ffffff3f̙3f3ffffffffff!___wwwP@H4'A x(xKʦ """)))UUUMMMBBB999|PP3f3333f333ff3fffff3f3f̙f3333f3333333333f3333333f3f33ff3f3f3f3333f3333333f3̙33333f333ff3ffffff3f33f3ff3f3f3ffff3fffffffff3fffffff3f̙ffff3ff333f3ff33fff33f3ff̙3f3f3333f333ff3fffff̙̙3̙f̙̙̙3f̙3f3f3333f333ff3fffff3f3f̙3ffffffffff!___wwwDD#DDDDKDKJnDJJnDJDmCJCmCmDDDDDDKJsnsnsnmCnKnJnJmJmmsJDDJDJJKJsJJJnJsJJJnDJJnJsJsDDKJnJsKssmDsKsssJsJnJsnsmsnܒܻsݒDKDJJsJsKsnsJnKmmKnJnJsKnJnݻ⮼ܻsݵnJnJsKsKsKsnJtnJsJnJsKnKKKܵ⼼üsܻJJJnJsKsJnssJmsCJKJJKJKDKDKݻܑݻsݻܑݻKJnJsKsKssKsssmCnJsKnJKJKKݑݼüܼmsmsmsJssKKssmCmCmKsJKJKDKܵlmmmݵrmssKsmlDsDsKsKsJKK⻼CmCCݵmsmmmrJssmCCmJKJnJKJnݻݒCC?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_`abcdefghijklmnopqrstuvwxyz{|}~     $Root EntrydO)PicturesFCurrent UserSummaryInformation(TPowerPoint Document(GDocumentSummaryInformation8