Q2. Using the linear program encoded below in the GAMS program, code the model to solve in LINDO program and show lindo output. Sett time week) /1*4/ Scalars rhe worker productivity (unit per worker) / 8 / wage (weekly and pex worker TL) / 1007 Parameter the initial inventorx (unit) /1 10/ wilt) the initial number of worker (worker) /1 20/ d(t) the demand (unit) /1 100, 2 200, 3300, 4 400/ Positive Variables r(t) the number of product at timet (unit) the number of inventory at time t (unit) ut) the number of unsatisfied demand at time t (unit) wit) the number of worker at time t (worker) h(t) the number of recruited worker at time t (worker) f(t) the number of fired worker at time t (worker) Variables phi the total cost (TL) Equations sk(t) product balance. (unit) wbit) worker balance - time passes (zaman geileri) (worker) wd(t) worker balance - used in production (uretimde kullanm) (worker) abi obiective function (TL); sbt).. s(t) == s(t-1)+p(t) - det) - u(t-1) + u(t) + si(t): wo(t). w(t)=e=w(t-1)-f(t) +h(t) + wit); wdct). u(t) =g=P(t)the ski phi =e= sum(t, 10*s(t) + 30*u(t) + wage * w(t) + 125*(h(t)=f(t))); Model jobs iek training model/all/; Selve jobs minimizing phi using lp: Note *g=>> =e= = sl= Q2. Using the linear program encoded below in the GAMS program, code the model to solve in LINDO program and show lindo output. Sett time week) /1*4/ Scalars rhe worker productivity (unit per worker) / 8 / wage (weekly and pex worker TL) / 1007 Parameter the initial inventorx (unit) /1 10/ wilt) the initial number of worker (worker) /1 20/ d(t) the demand (unit) /1 100, 2 200, 3300, 4 400/ Positive Variables r(t) the number of product at timet (unit) the number of inventory at time t (unit) ut) the number of unsatisfied demand at time t (unit) wit) the number of worker at time t (worker) h(t) the number of recruited worker at time t (worker) f(t) the number of fired worker at time t (worker) Variables phi the total cost (TL) Equations sk(t) product balance. (unit) wbit) worker balance - time passes (zaman geileri) (worker) wd(t) worker balance - used in production (uretimde kullanm) (worker) abi obiective function (TL); sbt).. s(t) == s(t-1)+p(t) - det) - u(t-1) + u(t) + si(t): wo(t). w(t)=e=w(t-1)-f(t) +h(t) + wit); wdct). u(t) =g=P(t)the ski phi =e= sum(t, 10*s(t) + 30*u(t) + wage * w(t) + 125*(h(t)=f(t))); Model jobs iek training model/all/; Selve jobs minimizing phi using lp: Note *g=>> =e= = sl=