Originally posted by: gdextreme
6) How could you rearrange the letters in the words "new door" to
make one word? Note: There is only one correct answer
Originally posted by: newb111
Originally posted by: gdextreme
5) How many times can you subtract the number 5 from 25 so that the result remains greater than -15 ?
Infinite. 25 - 5 will always be greater than -15.
ThisOriginally posted by: SSSnail
Riddle fail, Buddhist monks don't pray to god.
Originally posted by: gdextreme
Originally posted by: newb111
Originally posted by: gdextreme
5) How many times can you subtract the number 5 from 25 so that the result remains greater than -15 ?
Infinite. 25 - 5 will always be greater than -15.
Are you sure?
Originally posted by: gdextreme
Originally posted by: newb111
Originally posted by: gdextreme
5) How many times can you subtract the number 5 from 25 so that the result remains greater than -15 ?
Infinite. 25 - 5 will always be greater than -15.
Are you sure?
Originally posted by: newb111
Originally posted by: gdextreme
6) How could you rearrange the letters in the words "new door" to
make one word? Note: There is only one correct answer
Never heard this one before btw.
Rearrange the letters of 'new door' to make the phrase 'one word'
I'm done, I'll leave the fun to the rest of you now =)
Originally posted by: gdextreme
Originally posted by: newb111
Originally posted by: gdextreme
6) How could you rearrange the letters in the words "new door" to
make one word? Note: There is only one correct answer
Never heard this one before btw.
Rearrange the letters of 'new door' to make the phrase 'one word'
I'm done, I'll leave the fun to the rest of you now =)
Hah! Knew you Americans could do it cause English is your native language.
7) There were an electrician and a plumber waiting in line for
admission to the "International Home Show". One of them was the father of the other's son. How could this be possible? (hint: they're not gay)
Originally posted by: gdextreme
Originally posted by: newb111
Originally posted by: gdextreme
6) How could you rearrange the letters in the words "new door" to
make one word? Note: There is only one correct answer
Never heard this one before btw.
Rearrange the letters of 'new door' to make the phrase 'one word'
I'm done, I'll leave the fun to the rest of you now =)
Hah! Knew you Americans could do it cause English is your native language.
7) There were an electrician and a plumber waiting in line for
admission to the "International Home Show". One of them was the father of the other's son. How could this be possible? (hint: they're not gay)
Originally posted by: nace186
Originally posted by: gdextreme
Originally posted by: newb111
Originally posted by: gdextreme
6) How could you rearrange the letters in the words "new door" to
make one word? Note: There is only one correct answer
Never heard this one before btw.
Rearrange the letters of 'new door' to make the phrase 'one word'
I'm done, I'll leave the fun to the rest of you now =)
Hah! Knew you Americans could do it cause English is your native language.
7) There were an electrician and a plumber waiting in line for
admission to the "International Home Show". One of them was the father of the other's son. How could this be possible? (hint: they're not gay)
Easy, they are married.
Originally posted by: gdextreme
8) What is one thing that all wise men, regardless of their religion
or politics, agreed is between heaven and earth?
Originally posted by: Inspector Jihad
Originally posted by: gdextreme
Originally posted by: newb111
Originally posted by: gdextreme
5) How many times can you subtract the number 5 from 25 so that the result remains greater than -15 ?
Infinite. 25 - 5 will always be greater than -15.
Are you sure?
yes, the first time you subtract 5 from 25, the answer is 20. the second time you subtract 5 from 25, the answer is also 20. and so on.
Originally posted by: AstroManLuca
Originally posted by: Nik
Originally posted by: DingDingDao
1) Light first stick on both ends (finished in 15 minutes)
2) Light second stick on one end (finished in 30 minutes)
Ding.
How do you light an incense stick from both ends? That doesn't seem physically possible.
Originally posted by: Inspector Jihad
Originally posted by: gdextreme
8) What is one thing that all wise men, regardless of their religion
or politics, agreed is between heaven and earth?
if the answer is and, i'm going to punch you in the face over the internet.
Originally posted by: gdextreme
9) Even if they are starving, natives living in the Arctic will never
eat a penguin's egg. Why not?
Originally posted by: gdextreme
9) Even if they are starving, natives living in the Arctic will never
eat a penguin's egg. Why not?
Originally posted by: gdextreme
9) Even if they are starving, natives living in the Arctic will never
eat a penguin's egg. Why not?
Originally posted by: nace186
Originally posted by: gdextreme
3) There are 10 bags each containing 100 gold coins each. A genuine gold coin weighs 10gm each. A fake one weighs 9gm each. One bag contains all fake coins. Using an electroic weighing balance how do I check which bag has the fake coins if I am allowed to use the balance only once.
Don't reply if you have solved it before.
Take one coin from each bag and divide it in half.
Balance each half on the scale.
one side should be 1gm less.
Take one out from each side at a time, until it's balance.
The last one on the side that weight less is the fake coin/bag.
Originally posted by: nace186
Originally posted by: gdextreme
3) There are 10 bags each containing 100 gold coins each. A genuine gold coin weighs 10gm each. A fake one weighs 9gm each. One bag contains all fake coins. Using an electroic weighing balance how do I check which bag has the fake coins if I am allowed to use the balance only once.
Don't reply if you have solved it before.
Take one coin from each bag and divide it in half.
Balance each half on the scale.
one side should be 1gm less.
Take one out from each side at a time, until it's balance.
The last one on the side that weight less is the fake coin/bag.
Originally posted by: PlasmaBomb
Originally posted by: nace186
Originally posted by: gdextreme
3) There are 10 bags each containing 100 gold coins each. A genuine gold coin weighs 10gm each. A fake one weighs 9gm each. One bag contains all fake coins. Using an electroic weighing balance how do I check which bag has the fake coins if I am allowed to use the balance only once.
Don't reply if you have solved it before.
Take one coin from each bag and divide it in half.
Balance each half on the scale.
one side should be 1gm less.
Take one out from each side at a time, until it's balance.
The last one on the side that weight less is the fake coin/bag.
You are going to accurately cut a coin in half?