Solve the following LP problem by using the Two-Phase method.Ģ. Use the penalty (Big - M) method to solve the following LP problem.ġ. Use the penalty (Big - M) method to solve the following LP problem.Ģ. Use the simplex method to solve the following LP problem.ġ. Use the simplex method to solve the following LP problem.Ģ. For each pair also mention the city where crew should be based.ġ. For any given pairing, the crew will be based at the city that results in the smaller layover. Obtain the pairing of flights that minimizes layover time away from home. Best-ride airlines that operates seven days a week has the following time-table.Ĭrews must have a minimum layover of 5 hours between flights. How should the jobs be allocated, one per employee, so as to minimize the total man-hours?ġ. The travelling cost of each city from a particular city is given below. He wishes to start from a particular city, visit each city only once and then return to his starting point. A travelling salesman has to visit five cities. The cost of locating a machine at a place (in hundredĢ.2 using branch and bound (penalty) methodġ. Because of limited space, machine M2 cannot be placed atĬ and M3 cannot be placed at A. There are five vacant places A,ī, C, D and E available. M3 and M4 are to be installed in a machine shop. In the modification of a plant layout of a factory four new machines M1, M2, Unbalanced Assignment Problem (Using Hungarian method)Ģ. How should the jobs be allocated, one per employee, so as to minimize the total Hours) each men will take to perform each job is given in the effectiveness matrix. A department has five employess with five jobs to be permormed. Processing 2 Jobs Through m Machines Problemīalanced Assignment Problem (Using Hungarian method)ġ. Processing n Jobs Through m Machines ProblemĤ. Processing n Jobs Through 3 Machines Problemģ. Processing n Jobs Through 2 Machines ProblemĢ.
Activity i-j, Name of Activity, Normal Time & Cost, Crash Time & Cost and varying Indirect Costġ. Activity i-j, Normal Time & Cost, Crash Time & Cost and varying Indirect Costģ. Activity, Predecessors, Normal Time & Cost, Crash Time & Cost and varying Indirect CostĢ. Project crashing to solve Time-Cost Trade-Off with varying Indirect costġ. Activity i-j, Name of Activity, Normal Time & Cost, Crash Time & Cost and Indirect Costĥ. Activity i-j, Normal Time & Cost, Crash Time & Cost and Indirect Costģ. Activity, Predecessors, Normal Time & Cost, Crash Time & Cost and Indirect CostĢ. Project crashing to solve Time-Cost Trade-Off with fixed Indirect costġ. Activity i-j, Name of Activity, to, tm, tpĤ. Project scheduling with uncertain activity times (Optimistic, Most likely, Pessimistic)ģ. Activity i-j, Name of Activity, Durationģ.
#Engg calculator online free
Critical path, Total float, Free float, Independent floatģ. Optimal solution using stepping stone methodĢ. Integer Simplex method (Gomory's cutting plane method)ġ0. Formulate linear programming model examplesĦ. Simplex method (Solve linear programming problem using)Ġ. Provide step by step solutions of your problems using online calculators (online solvers)ġ.1 Assignment problem (Using Hungarian method-2)ġ.2 Assignment problem (Using Hungarian method-1)Ģ.1 Travelling salesman problem using hungarian methodĢ.2 Travelling salesman problem using branch and bound (penalty) methodĢ.3 Travelling salesman problem using branch and bound methodĢ.4 Travelling salesman problem using nearest neighbor methodĢ.5 Travelling salesman problem using diagonal completion methodĢ. Secondary school, High school and College Homework help (with all solution steps)
0 kommentar(er)
