+1365 Challenge problems annoy me, figuratively and literally, especially when there's a twist in the story as well.
So, I discovered this problem a couple of days ago, and ummm, help?
On one side of a riverbank, there are two 200 lb. adults and two 100 lb. children. They have a rowboat, which anyone can row, but the boat can only hold a maximum of 200 lbs. How will they manage to get everyone across the river using only the rowboat? They can't swim! Can you come up with a solution?
How is this even possible?
Thanks! :)
+129771 Resulting situation
2 C row over 1 C comes back → 1C 2A 1C
1A rows over 1 C comes back → 2C 1A 1A
2C row over 1 A comes back → 2A 2C
1A rows over 1C comes back → 1A 1C 1C 1A
1A rows over 1C comes back → 2C 2A
2C row over → 0 2C 2A
+1365 Oh wait! That's so smart.
I totally forgot that the children could row the boat back!
I was confused since only one adult could fit on the boat, meaning it would be "impossible" to succeed! I totally missed out on that LOL.
Well, thanks a lot CPhill!
~NotThatSmart
