BERIGAN Posted November 21, 2008 Report Posted November 21, 2008 http://static.videoegg.com/ted/flash/fulls...cid=/ted/movies Quote
rockefeller center Posted November 21, 2008 Report Posted November 21, 2008 The link doesn't work. Try again, it does work. Whoa! Thanks, Berigan. Quote
BruceH Posted November 22, 2008 Report Posted November 22, 2008 He's a number-whizz! Thanks Berigan! Quote
Adam Posted November 22, 2008 Report Posted November 22, 2008 I'm halfway through. No magic yet. Good mind for squares. But the second trick where he had each of them multiply 8649 by a 3 digit number is pretty easy. 8+6+4+9 = 27, 2+7 = 9 Now as I recall, a number whose digits equal 9 when multiplied will always create a number whose digits add to 9. so when the folks give him 6 of the 7 digits in any order, it's just simple addition to figure out the last digit. For example, 8649 x 456 =3943944. 3+9+4+3+9+4+4= 36, 3+6 = 9 So if the person said "3, 9, 4, 4, 4, 9" that would equal 33, which =6. 9-6=3. So he woudl call out "3" as the missing digit. Am I right? Quote
Patrick Posted November 22, 2008 Report Posted November 22, 2008 Adam is correct. Could this guy name the last two digits after hearing any 5 of them (in any order)? I seriously doubt it. Quote
Aggie87 Posted November 22, 2008 Report Posted November 22, 2008 I'm halfway through. No magic yet. Good mind for squares. But the second trick where he had each of them multiply 8649 by a 3 digit number is pretty easy. 8+6+4+9 = 27, 2+7 = 9 Now as I recall, a number whose digits equal 9 when multiplied will always create a number whose digits add to 9. so when the folks give him 6 of the 7 digits in any order, it's just simple addition to figure out the last digit. For example, 8649 x 456 =3943944. 3+9+4+3+9+4+4= 36, 3+6 = 9 So if the person said "3, 9, 4, 4, 4, 9" that would equal 33, which =6. 9-6=3. So he woudl call out "3" as the missing digit. Am I right? I think you may be right too, but how would he handle all of the *other* numbers that don't add up to 9? They don't have a corresponding rule like that. He'll only get lucky that they give him a number that adds up to 9 about 10% of the time on average. Quote
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