Name a ten-digit number such that:
The first digit on the left tells how many zeros are in the number
The second digit from the left tells how many ones are in the number
The third digit from the left tells how many twos are in the number
The fourth digit from the left tells how many threes are in the number
The fifth digit from the left tells how many fours are in the number
The sixth digit from the left tells how many fives are in the number
The seventh digit from the left tells how many sixes are in the number
The eigth digit from the left tells how many sevens are in the number
The ninth digit from the left tells how many eights are in the number
The tenth digit from the left tells how many nines are in the number

The number is 6210001000.

A detailed method of solving the problem may be found here:

QYV: Number Problem 1
http://begghilos2.ath.cx/~jyseto/Academia/Math-Problem-1.php

Google search strategy:

Google Web Search: 6210001000 "ten digit"
://www.google.com/search?hl=en&q=6210001000+%22ten+digit%22

I hope this is precisely what you need. If it is not, please request
clarification; I'll gladly offer further assistance before you rate my
answer.

Best regards,
pinkfreud

My Brain Just Exploded... ( what kind of math is this? ..) PS: google
answer crew is beyond amazing.