

Answer:---------------
Min XF1
s.t.
X12 + X15 + X16 - XF1=
0
X23 + X24 - X12= 0
X34 - X23= 0
X48 + X4F - X24- - X34 - X84= 0
X57 - X15= 0
X67+ X69 - X16 - X76= 0
X76+ X79 - X57 - X67= 0
X84+ X89 + X8F - X48 - X98= 0
X98+ X9F - X69 - X79 - X89= 0
XF1 -X4F - X8F -X9F= 0
X12 ≥ 500
X15 ≥ 300
X16 ≥ 600
X23 ≥ 300
X24 ≥ 400
X34 ≥ 150
X48 ≥ 400
X4F ≥ 600
X57 ≥ 400
X67 ≥ 300
X69 ≥ 500
X76 ≥ 200
X79 ≥ 350
X84 ≥ 200
X89 ≥ 300
X8F ≥ 450
X98 ≥ 300
X9F ≥ 500
Xij ≥ 0 for all i,j
The network below shows a network of railway lines from city 1 to city 10. The...
4. A network of railway lines connects the main lines entering and leaving a city. Speed limits, track reconstruction, and train length restrictions lead to the flow diagram below where the numbers represent how many cars can pass per hour Formulate and solve an LP to find the maximal flow in cars per hour from Node 1 to Node F 400 600 300 100 500 200 (+04) 500 500
1) At the following network, 900 cars are going from node to node 6 per hour. The values on arcs are maximum number of cars that can use the arc per hour and average time to traverse the are respectively. Find minimum total time for the travel of 900 cars by using capacitated network simplex method. 2-600, 30-4 800, 10 100,70 400, 60 6 )-900 600, 30 900 300, 10 600, 30 600, 50 3-400, 605
1) At the following...
Ekle Tasarım Te Duzen 1. Determine the shortest route from node 1 (origin) to node 12 (destination) for the following network Distances are given along the network branches: 5 2 10 8 6 6 3 2 2 12 3 3 4 3 7 9 8 9 7 6 10
LP Question. Answer legibly.
7 Braneast Airlines must determine how many airplanes should serve the Boston-New York--Washington air corridor and which flights to fly. Braneast may fly any of the daily flights shown in Table 36. The fixed cost of operating an airplane is $800/day. Formulate an MCNFP that can be used to maximize Braneast's daily profits. (Hint: Each node in the network represents a city and a time. In addition to arcs representing flights, we must allow for the...
Given the project network and baseline information below, complete the form to develop a status report for the project at the end of period 4 and the end of period 8 LEGEND ES | ID | EF SL LS DUR LF SL 8 D 12 0 8412 0 0 0 2 6 8 12 F15 0 12 315 0 0 0 7 E 10 2 93 12 2 4 5 9 Time Period Task LF DUR ES SL Budget (PV)...
Problem 6-23 (Algorithmic) Find the shortest route from node 1 to node 7 in the network shown. If the constant is "1" it must be entered in the box. If your answer is zero enter "O". For negative values enter "minus" sign) 13 10 18 19 1 if the arc from node i to node j is on the shortest route otherwise 13 x1 In 3 X X32 + 19 X46 + 10x67 7x57 + Flow Out Flow In Node...
Remaining Time: 1 hour, 08 minutes, 27 seconds. Question Completion Status: 1 2 3 4 5 6 7 8 9 10 11 12 Question 4 For a company that uses a year as its interest period, determine the net cash flow that will be recorded at the end of the year from the cash flows she Receipts, $1000 Month 500 800 200 Disbursements, $1000 300 500 400 400 500 600 120 600 Jan Feb Mar Apr May June July Aug...
Use a PERT network to establish the expected duration for the project described in the table below: (SHOW the PERT NETWORK) Activity Predecessors Duration a m b Exp. Duration Var. Crash Week 1 Crash Week 2 A - 3 6 9 700 100 B A 6 7 14 600 200 C A 4 6 14 400 600 D B, C 4 6 8 200 600 E B, C 6 9 12 400 300 F C 4 6 14...
Find the shortest route from node 1 to node 7 in the network shown. If the constant is "1" it must be entered in the box. If your answer is zero enter "0". For negative values enter "minus" sign (-). 17 1 19 Let Iijo 1 if the arc from node i to node j is on the shortest route otherwise + xz3 + | x25 + x12 + X32+ X 56 + X13+ x35+ C x57+ + C +...
These are the choices for
"Shortest Route"
Please explain on an excel spreadsheet
Problem 6-23 (Algorithmic) Find the shortest route from node 1 to node 7 in the network shown. If the constant is '1" it must be entered in the box. If your answer is zero enter "O". For negative values enter "minus" sign ( 12 1 if the arc from node i to node j is on the shortest route Let X12+ X32 t x56 x13 + x35...