Mira Nazeha
New member
- Joined
- Oct 21, 2015
- Messages
- 1
Hai guys,
Do any of you know how to come up with equations or mathematical way of representing these problems?
1) Finding probability of choosing number of routes
(i) If n of routes less than 4, consider all routes
(ii) else if n of routes is equal or more than 4, consider 40% of the n of
routes (round up decimal point)
2) Randomly choose which routes to consider out of all possible routes (this is
for the case in which n of routes is more than or equal than 4)
3) Compare the chosen routes and take the route with lowest traveling time
as the best route
Basically, I need to come up with a mathematical model to this problem and I would appreciate it if anyone could come up with a logical way to do so. Thank you
Do any of you know how to come up with equations or mathematical way of representing these problems?
1) Finding probability of choosing number of routes
(i) If n of routes less than 4, consider all routes
(ii) else if n of routes is equal or more than 4, consider 40% of the n of
routes (round up decimal point)
2) Randomly choose which routes to consider out of all possible routes (this is
for the case in which n of routes is more than or equal than 4)
3) Compare the chosen routes and take the route with lowest traveling time
as the best route
Basically, I need to come up with a mathematical model to this problem and I would appreciate it if anyone could come up with a logical way to do so. Thank you