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Mind Breaker

In my hands I hold two legal and modern day U.S.A. coins. They add to 35 cents. One of them is not a dime....

HOW CAN THAT BE!??!?!!??! 😀
 
Originally posted by: TuxDave
In my hands I hold two legal and modern day U.S.A. coins. They add to 35 cents. One of them is not a dime....

HOW CAN THAT BE!??!?!!??! 😀
Click to expand...

DIme and quarter, the quarter is not a dime so one of them is not a dime. Took me a while though.
 
Originally posted by: matt426malm
Originally posted by: TuxDave
In my hands I hold two legal and modern day U.S.A. coins. They add to 35 cents. One of them is not a dime....

HOW CAN THAT BE!??!?!!??! 😀
Click to expand...

DIme and quarter, the quarter is not a dime so one of them is not a dime. Took me a while though.
Click to expand...

j00 = teh winnar!
 
Two fathers and two sons found a magic lamp was granted a total of 3 wishes. They divide up the wishes without wishing for more wishes and the such....

HOW CAN THAT BE?!!?!!!!!
 
Originally posted by: TuxDave
Two fathers and two sons found a magic lamp was granted a total of 3 wishes. They divide up the wishes without wishing for more wishes and the such....

HOW CAN THAT BE?!!?!!!!!
Click to expand...

Grandfather, father, son.
 
Originally posted by: ClueLis
Originally posted by: TuxDave
Two fathers and two sons found a magic lamp was granted a total of 3 wishes. They divide up the wishes without wishing for more wishes and the such....

HOW CAN THAT BE?!!?!!!!!
Click to expand...

Grandfather, father, son.
Click to expand...

Hmm... ok ok ok, one last try.

This one is stolen from an IQ test. Given a pile of toothpicks, what's the least number of toothpicks (as far as I can tell) you need to make 4 equilateral triangles with each side the length of one toothpick. This is a tricky one. 😀

Edit: I forgot to include the line, it's not 9... HOW CAN THAT BE?!?!?!
 
Come on come.... someone has to be able to figure this out.

Edit: I win... my answer below





















Takes me only 6. Picture a 3-D pyramid with 4 equilateral triangle sides. Only uses 6 toothpicks. Laters!
 
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