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Question :
By using microsoft excel and the solver ad in tool solve the question below:
Recent graduate and amateur world traveler Jan Himburg is planning a European trip. His preferences are influenced by his curiosity about urban culture in Europe and by his extensive study of international relations while in school.
Accordingly, he has decided to make one stop in each of 12 European capitals in the time he has available.
He wants to find a sequence of the cities that involves the least total mileage. He has calculated inter-city distances using published data on latitude and longitude, and applying the geometry for arcs of great circles. These distances are shown below.
Ams
Ath
Ber
Brus
ToCope
Dub
Lis
Lon
Lux
Mad
Par
Rom
Amsterdam
-
2166
577
175
622
712
1889
339
319
1462
430
1297
Athens
1806
2092
2132
2817
2899
2377
1905
2313
2100
1053
Berlin
653
348
1273
2345
912
598
1836
878
1184
Brussels
768
732
1738
300
190
1293
262
1173
Copenhagen
1203
2505
942
797
2046
1027
1527
From
Dublin
1656
440
914
1452
743
1849
Lisbon
1616
1747
600
1482
1907
London
475
1259
331
1419
Luxembourg
1254
293
987
Madrid
1033
1308
Paris
1108
Rome
1.) Find a minimum distance tour for Jan, starting and ending in Brussels.
2.) What is the length of the optimal tour?
Binary search tree, and postorder and preorder traversal Determine the shortest path in Graph
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