(Quiz week 4, sep 8th) Consider the Network defined bellow.
- ($0$ $\rightarrow$ $1$ $\rightarrow$ $11$ $\rightarrow$ $12$ $\rightarrow$ $8$ $\rightarrow$ $10$ $\rightarrow$ $2$ $\rightarrow$ $7$ $\rightarrow$ $9$ $\rightarrow$ $3$ $\rightarrow$ $4$ $\rightarrow$ $6$ $\rightarrow$ $5$)
- ($0$ $\rightarrow$ $1$ $\rightarrow$ $11$ $\rightarrow$ $12$ $\rightarrow$ $8$ $\rightarrow$ $10$ $\rightarrow$ $2$ $\rightarrow$ $3$ $\rightarrow$ $5$ $\rightarrow$ $4$ $\rightarrow$ $6$ $\rightarrow$ $7$ $\rightarrow$ $9$)
- ($0$ $\rightarrow$ $1$ $\rightarrow$ $12$ $\rightarrow$ $11$ $\rightarrow$ $8$ $\rightarrow$ $10$ $\rightarrow$ $2$ $\rightarrow$ $3$ $\rightarrow$ $5$ $\rightarrow$ $4$ $\rightarrow$ $6$ $\rightarrow$ $7$ $\rightarrow$ $9$)
- ($0$ $\rightarrow$ $1$ $\rightarrow$ $11$ $\rightarrow$ $12$ $\rightarrow$ $8$ $\rightarrow$ $10$ $\rightarrow$ $2$ $\rightarrow$ $3$ $\rightarrow$ $4$ $\rightarrow$ $5$ $\rightarrow$ $6$ $\rightarrow$ $7$ $\rightarrow$ $9$)
- None of the above.
Original idea by: Fábio Assunção.
Interesting question, but what is increasing order through the network? We need more specific directions here. Also, I don't understand what the queue is supposed to mean. Visiting order? Increasing order of starting times? Increasing order of finishing times? I will have to pass.
ReplyDelete