This is a classical Prolog application. Given the following graph of possible flights between eight US cities. (See Attached Screenshot) A) Build a prolog using the predicate directFlight/2 which encodes one city has direct flight to another city. B) Add to rule that checks if there is a route between two cities. Routes of length zero are allowed. Example queries: route(chicago, chicago). should return yes. route(chicago,la). should return yes. route(la,'San Fracisco'). should return no. C) Add a rule that checks if a route has two legs. Example queries: route_of_2_legs(chicago,la). should return yes route_of_2_legs(chicago,denver). should return no
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This is a classical Prolog application. Given the following graph of possible flights between eight US cities. (See Attached Screenshot)
A) Build a prolog using the predicate directFlight/2 which encodes one city has direct flight to another city.
B) Add to rule that checks if there is a route between two cities. Routes of length zero are allowed. Example queries:
route(chicago, chicago). should return yes.
route(chicago,la). should return yes. route(la,'San Fracisco'). should return no.
C) Add a rule that checks if a route has two legs. Example queries:
route_of_2_legs(chicago,la). should return yes
route_of_2_legs(chicago,denver). should return no
D) Add cost factor to directFlight, route, and route_of_2_legs so that the knowledge base can tell the cost associated with each flight. For example, route(chicago, X, Y). tells all the cities reachable from Chicago, and the cost(Y)to fly from Chicago to each city(X).
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