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The Gotham City police have just received three calls for police. Five cars are available. The distance (in city blocks) of each car from each call is given in Table.
Distance (Blocks)
Car
Call 1
Call 2
Call 3
1
10
11
18
2
6
7
3
8
5
4
9
Gotham City wants to minimize the total distance cars must travel to respond to the three police calls. Use the Hungarian method to determine which car should respond to which call.
Why do a null and alternative hypothesis have to be mutually exclusive? When would you accept the null hypothesis? Can you give an example of this?
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