1. His best friend
2. His grand mother - who needs immediate medical attention
3. His girlfriend
The guy has to stop at that bus stop and some how please all three and himself also.
The question here is what will he do so that every one is happy.
Solution: I liked the comments of Austin though the correct answer is provided by Subodh Singh.
The correct solution is that the guy will give his car to his best friend and will ask him to take his grand mother to the hospital. He will stay back with his girl friend and pretend that he can even withstand heavy rain with her :). Comments are still welcome.
Please provide your answers under comments section
Solution: I liked the comments of Austin though the correct answer is provided by Subodh Singh.
The correct solution is that the guy will give his car to his best friend and will ask him to take his grand mother to the hospital. He will stay back with his girl friend and pretend that he can even withstand heavy rain with her :). Comments are still welcome.
Please provide your answers under comments section
Note: Don't forget to visit us again. Answer to the puzzle will be posted tomorrow.
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ReplyDeleteOPTION 1
ReplyDelete1. GF sits on lap
2. BF drives
3. Run over Grandma
OPTION 2 - He's a sicko
1. BF/GF/GRANDMA are one person of the 3 standing at bus stop. Pick them up.
OPTION 3 - He was driving an el camino
first comment was great.
ReplyDeletesecond comment option 2 is great
Give the car to the best friend and ask him to take grandma to the hospital. Enjoy the rain with your girl friend!!
ReplyDeleteI think his BF banged his grandma, that's why she needed medical attention. She broke her hip.
ReplyDeleteThe GF walked in on the BF and grandma and saw what happened. They made a pact never to tell the guy with the car what had happened that day. So in order to avoid the embarrassing situation they decided to ride the bus instead of calling the ambulance or the guy with the car. Unfortunately for them that day, there was a tropical storm and it was raining hard. And this is where the beginning of the problem starts.
ReplyDelete