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RVChick 02-13-2013 01:04 PM

Riddle of the Day
 
You are on a horse galloping at a constant speed.

On your right side is a sharp drop off.

On your left side is an elephant traveling at the same speed as you.

Directly in front of you is a galloping kangaroo, and your horse s unable to overtake it.

Behind you is a lion running at the same speed as you and the kangaroo.

What must you do to get out of this highly dangerous situation?






Get your drunk tush off the merry-go-round and go home!

TURBS 02-13-2013 01:09 PM

Quote:

Originally Posted by RVChick (Post 306313)
You are on a horse galloping at a constant speed.

On your right side is a sharp drop off.

On your left side is an elephant traveling at the same speed as you.

Directly in front of you is a galloping kangaroo, and your horse s unable to overtake it.

Behind you is a lion running at the same speed as you and the kangaroo.

What must you do to get out of this highly dangerous situation?

Get your drunk tush off the merry-go-round and go home!

Lol!

DnD 02-13-2013 01:10 PM

:thumbsup::trink39:

F.R.O.G. 02-13-2013 01:48 PM

Sorry, but being a math geek, I can assure you that the elephant on your left is NOT traveling at the same speed that you are. :confused:

AquaMan 02-13-2013 01:50 PM

And kangaroos don't gallop.

TURBS 02-13-2013 01:56 PM

Quote:

Originally Posted by ttrost65 (Post 306345)
And kangaroos don't gallop.



:roflblack::roflblack:lmfao:roflblack::roflblack:

RoadTrip 02-13-2013 02:15 PM

I'd climb onto the elephant. Since they're at the same speed and close together (since the horse can't pass), I'd hop over there and be safe.

Safe because I don't need to be faster than the lion, I just need to be faster than whatever the lion catches for lunch. And given the size, it is pretty unlikely the lion would take down the elephant when a horse and kangaroo are available.

:)

RVChick 02-13-2013 02:31 PM

Quote:

Originally Posted by ttrost65 (Post 306345)
And kangaroos don't gallop.

I know right??!!

Tailwind 02-13-2013 02:31 PM

Quote:

Originally Posted by F.R.O.G. (Post 306344)
Sorry, but being a math geek, I can assure you that the elephant on your left is NOT traveling at the same speed that you are. :confused:

Well now, that depends on if you are talking linear velocity or angular velocity. The angular velocity would be the same.

B47 02-13-2013 03:16 PM

Quote:

Originally Posted by Mathsub (Post 306385)
Well now, that depends on if you are talking linear velocity or angular velocity. The angular velocity would be the same.

This is getting way way too complicated.:confused:


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