Measure the distance in miles. 2. Apply the Equation One mile is equal to 1,760 yards. If the distance between two towns is 4.6 miles, find the distance in yards by multiplying by 1,760. 3. Multiply by 1,760 Work out \(4.6 \times 1760 = 8096\) The distance between the two towns...
It is always optimal to take the shortest path between consecutive locations, but Dijkstra's algorithm is not needed. Notice that the graph is a tree, meaning that the shortest path between two nodes is always the combination of the path from one of the nodes to the lowe...
We can calculate 25 factorial, and find we have 15,511,210,043,330,985,984,000,000 different possible paths between the towns. We can imagine that checking the distance of a route would probably take several hundred cycles of cpu time So we get a total number of calculations for the ...