Challenge
01
Details:
The following are the mileages
for a known route:
|
Route
|
Description
|
Mileage (miles)
|
|
A
|
Glasgow to Edinburgh
|
44
|
|
B
|
Edinburgh to Aberdeen.
|
125
|
|
C
|
Glasgow to Aberdeen.
|
145
|
So let's have a challenge...
 |
CHALLENGE...
From these routes, which is the shortest route (in terms
of mileage) to get from Glasgow to Aberdeen?
|
If the average speed on the routes are:
|
Route
|
Description
|
Average speed (mph)
|
|
A
|
Glasgow to Edinburgh
|
70
|
|
B
|
Edinburgh to Aberdeen.
|
60
|
|
C
|
Glasgow to Aberdeen.
|
50
|
and another challenge...
 |
CHALLENGE...
Determine the time to travel through each of the possible
routes from Glasgow to Aberdeen, and the average speed for
the routes? Which will be the fastest?
In terms of the RIP protocol in routers, which route would
be the best?
|
If the accident rate on the routes were:
|
Route
|
Description
|
Chances of an accident (%)
|
|
A
|
Glasgow to Edinburgh
|
1
|
|
B
|
Edinburgh to Aberdeen.
|
0.5
|
|
C
|
Glasgow to Aberdeen.
|
1.2
|
and another challenge...
 |
CHALLENGE...
Determine the chances of an accident for each of the possible
routes from Glasgow to Aberdeen? Which will be the safest?
How do these metrics relate to metrics in routing protocols?
In the case of the journey from Glasgow to Aberdeen, which
metric do you think is the most important?
|
|