3 statements here,
"He was born in 1955"
"He is alive and well today at age 33"
"Year today is 2011" <-- assuming this true, otherwise it would be a very crappy riddle..
So one of those premises should be incorrect. Either he is not born in year 1955, or he has not actually lived for 33years, or today is not 2011. I cant find a logical way to break this affirmation. There may be a trick in word meanings, most likely something that i cant figure out as i am not a native english speaker.
May be ds, you can give an hint before posting a solution?
3 statements here,
"He was born in 1955"
"He is alive and well today at age 33"
"Year today is 2011" <-- assuming this true, otherwise it would be a very crappy riddle..
So one of those premises should be incorrect. Either he is not born in year 1955, or he has not actually lived for 33years, or today is not 2011. I cant find a logical way to break this affirmation. There may be a trick in word meanings, most likely something that i cant figure out as i am not a native english speaker.
May be ds, you can give an hint before posting a solution?