The total number of digits used in numbering the pages of a book having 366 pages is

diksha

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The total number of digits used in numbering the pages of a book having 366 pages is:
a.732 b.990 c.1098 d.1305
 
The total number of digits used in numbering the pages of a book having 366 pages is:
a.732 b.990 c.1098 d.1305

You didn't quite comply with the 'rules of the forum'. What are your thoughts? What have you done so far? Please show us your work even if you feel that it is wrong so we may try to help you. You might also read
http://www.freemathhelp.com/forum/threads/78006-Read-Before-Posting

First, from the choices of answers, I would assume that duplicates count. That is page 1 and page 11 would mean 3 digits. Is that included in the statement of the problem? As a hint, how many single digit numbers? So, using those how many zeros would you use for the 100's, 200's, and 300's, for those first numbers? How many ones for the 100's? and so forth.
 
Your newest post has been moved out of the "News" category, along with various of your other posts. Before posting anything else, kindly please read the rules you were asked to review in your original posting. Then, for future posts, please first locate an appropriate category, rather than merely posting in the first category you find.

The total number of digits used in numbering the pages of a book having 366 pages is:
a.732 b.990 c.1098 d.1305
How many numbers are used?

In the numbers from 1 through 9, how many digits are used?

In the numbers from 10 through 99, how many digits are used? (Note: You can build this answer from the answer to the previous question.)

In the numbers from 100 through 199, how many digits are used? (Note: You can build this answer from the answer to the previous question.)

In the numbers from 200 through 299, how many digits are used? (Note: This should be VERY easy to determine, based on the answer to the previous question.)

In the numbers from 300 through 366, how many digits are used?

When you reply, please show all of your work and reasoning so far. Thank you! ;)
 
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