rbu 123456789 x n = n (10 digits of n but the last-but-one '0' when n < or = 9)

Mike Gunderson

7:29 AM

+101

Man, all I know is 8 times 8 fell on the floor, when he woke up he was 64

Daniel Gobeil

7:40 AM

He [Daniel’s teacher] didn't know, I guess, but he knew:

12345679 X 9= 1111111111
12345679 X 18= 2222222222
12345679 X 27= 3333333333
Try: X 36, X 45, X 54, etc.

Puthpong Sao

8:17 AM

1

Edit

+Mike Gunderson
Reading Benefits You (rbu):
http://r-b-u.blogspot.com

Ha, 8 times 8 fall on the floor,
When wake up you'll see 64,
And what else to say Mike?
All your reason I surely like.

And +Daniel Gobeil Reading Benefits You (rbu):
http://r-b-u.blogspot.com

123456789 x 1 x 9 (3 squared) = 1111111101
123456789 x 2 x 9 (3 squared) = 2222222202
123456789 x 3 x 9 (3 squared) = 3333333303
123456789 x 4 x 9 (3 squared) = 4444444404
123456789 x 5 x 9 (3 squared) = 5555555505

And try to calculate:

123456789 x 6 x 9 (3 squared) =
123456789 x 7 x 9 (3 squared) =
123456789 x 8 x 9 (3 squared) =
And so on. 

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