# There's a certain 10-digit number where the first digit is equal to the number of zeros in the entire number, the.......

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There's a certain 10-digit number where the first digit is equal to the number of zeros in the entire number, the second number is the number of 1's in the entire number, and so on, to where the 10th digit is the number of 9's in the entire number. What is the number?

posted Apr 7, 2016

+1 vote

answer Apr 10, 2016 by anonymous
Your answer is WRONG. There is a 9 in your solution while the 10th digit which is number of nine's is 0!

Similar Puzzles

There’s a certain 10-digit number where the first digit is equal to the number of zeros in the entire number, the second number is the number of 1’s in the entire number, and so on, to where the 10th digit is the number of 9’s in the entire number.

What is the number?

+1 vote

Find a 10 digit number where the first digit is how many 0's in the number.
The second digit is the number of 1's in the number.
The third digit gives the number of 2's
The fourth digit gives the number of 3's in the number so on
until the 10th digit which gives the number of 9's in the number.