Soldato
- Joined
- 18 Mar 2008
- Posts
- 12,751
I'm embarrassed to be posting about this module 
I 'self taught' this module, and I have my exam coming up in a couple of weeks. I use self taught in the loosest sense. 6 half hour sessions was what it was. That was just reading the text book. Therefore, it took me a total of 3 hours of just reading the textbook to convince myself that I had done the course. Not clever. Now it's past paper time. In every question, I get what it's asking me, but I have no clue how to answer it.
So I'll use this thread if I really cannot answer something (only as a last resort! Remember revision should be done by ME)
To kick things off: I'm faced with a question where I have to use Dijkstra's algorithm. I would normally be able to nail this question, but instead of using it to find the shortest route from y to z, it's asking me to find the shortest route from several different points all towards a single point. How do I go about doing this? Text book ain't helping at all.
EDIT: What I've done is to take the single point, and work out the shortest route from this point to all the other points, which seems easier as it's the 'reverse' way. Does this sound correct?
Thanks very much OcUK

I 'self taught' this module, and I have my exam coming up in a couple of weeks. I use self taught in the loosest sense. 6 half hour sessions was what it was. That was just reading the text book. Therefore, it took me a total of 3 hours of just reading the textbook to convince myself that I had done the course. Not clever. Now it's past paper time. In every question, I get what it's asking me, but I have no clue how to answer it.
So I'll use this thread if I really cannot answer something (only as a last resort! Remember revision should be done by ME)
To kick things off: I'm faced with a question where I have to use Dijkstra's algorithm. I would normally be able to nail this question, but instead of using it to find the shortest route from y to z, it's asking me to find the shortest route from several different points all towards a single point. How do I go about doing this? Text book ain't helping at all.
EDIT: What I've done is to take the single point, and work out the shortest route from this point to all the other points, which seems easier as it's the 'reverse' way. Does this sound correct?
Thanks very much OcUK

Last edited: