#31
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Re: Toughest Riddle Ever - see if you can get it
I feel better now.
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#32
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Re: Toughest Riddle Ever - see if you can get it
God damnit. How did I not try that? Obvious. Man.
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#33
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Re: Toughest Riddle Ever - see if you can get it
Good work, Sir!
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#34
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Re: Toughest Riddle Ever - see if you can get it
[ QUOTE ]
( 3/7 + 3 ) * 7 amateurs. [/ QUOTE ] I've just got back from a very booooooozy lunch... U sir, will have very intelligent children !! |
#35
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Re: Toughest Riddle Ever - see if you can get it
there is no answer.
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#36
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Re: Toughest Riddle Ever - see if you can get it
[ QUOTE ]
there is no answer. [/ QUOTE ] [ QUOTE ] ( 3/7 + 3 ) * 7 amateurs. [img]/images/graemlins/wink.gif[/img] [/ QUOTE ] |
#37
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Re: Toughest Riddle Ever - see if you can get it
[ QUOTE ]
[ QUOTE ] there is no answer. [/ QUOTE ] [ QUOTE ] ( 3/7 + 3 ) * 7 amateurs. [img]/images/graemlins/wink.gif[/img] [/ QUOTE ] [/ QUOTE ] the ultimate paradox!!! |
#38
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Re: Toughest Riddle Ever - see if you can get it
[ QUOTE ]
[ QUOTE ] ( 3/7 + 3 ) * 7 amateurs. [/ QUOTE ] I've just got back from a very booooooozy lunch... U sir, will have very intelligent children !! [/ QUOTE ] tyty, always a pleasure to help out the less fortunate. <font color="white"> i kid i kid </font> [img]/images/graemlins/grin.gif[/img] |
#39
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Re: Toughest Riddle Ever - see if you can get it
mother phuckers.1.111!!!!
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#40
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Re: Toughest Riddle Ever - see if you can get it
I feel cheated. I did not know you could use grouping. Isn't that sort of introducing algebraic concepts, when the question implies basic arithmetic only.
That expression is equivalent to 3 / 7 * 7 + 3 * 7 when the grouping is expanded. Too many numbers. Maybe I'm just nitpicking because I'm tired. |
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