333 digits can number 166 pages of a book.

• Each page number takes up 2 digits.

• The first page is numbered 01.

• The last page that can be numbered is 166.

• The remaining 2 digits are used for the cover page ...read more

n=int(input("Enter digits : "))

str1=''

count=1

while count<=n:

if len(str(count))==1 and len(str1)<n:

str1=str1+'0'+str(count)

elif len(str1)<n:

str1=str1+str(count)

else:

break

count=count+1

print(len(s...read more

By using python..

str1=''

count=0

while count<=333:

count=count+1

if len(str1)<333:

str1=str1+str(count)

else:

break

print(len(str1))

print(count-1) # you need to minus 1 count since you are using <333 ,so...read more

The answer is 333only

Because each page contain 1digit

Like 0 to 9

The it's count should be 10

As the same the the answer will be 333itself only

Number of pages we can number is 10^333 -1

1 digit numbers from 1-9=9

2 digit numbers from 10-99=90

as of now:

total digits =(9*1)+(90*2)=9+180=189digits

Remaining DIgits=333-189=144

3 digit Numbers that can be used:

100-147 page number

i.e.

t...read more

334