Here's a puzzle that is a variation on one that I have seen around the net as well as other places.
The particulars are this:
You and a friend have been sent to rescue two injured friends. An opposing force is looking for them as well. If they catch any member of your party it will go very badly for them. You have located the injured parties and only need to get them across a bridge to safety.(Charges are in place and you will blow it as soon as you cross.) The problem is that it is night and you have only one working flashlight. The bridge will only hold 2 people at a time. The opposing force is 17 minutes behind you. Everyone takes a different amount of time to cross the bridge.
You take 1 minute.
Your friend takes 2 minutes.
Injured Party #1 takes 5 minutes.
Injured Party #2 takes 10 minutes.
These are absolutes and cannot be changesd.
How do you get everyone across safely before the opposing force catches you? It can be done.
The particulars are this:
You and a friend have been sent to rescue two injured friends. An opposing force is looking for them as well. If they catch any member of your party it will go very badly for them. You have located the injured parties and only need to get them across a bridge to safety.(Charges are in place and you will blow it as soon as you cross.) The problem is that it is night and you have only one working flashlight. The bridge will only hold 2 people at a time. The opposing force is 17 minutes behind you. Everyone takes a different amount of time to cross the bridge.
You take 1 minute.
Your friend takes 2 minutes.
Injured Party #1 takes 5 minutes.
Injured Party #2 takes 10 minutes.
These are absolutes and cannot be changesd.
How do you get everyone across safely before the opposing force catches you? It can be done.
