How many number of times will the digit '7' be written when listing the integers from 1 to 1000?
(a) 271
(b) 300
(c) 252
(d) 304
(e) 512
(a) 271
(b) 300
(c) 252
(d) 304
(e) 512
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Effectively we have to find out the number of times the digit '7' appears when listing all the integers from 000 to 999. Hence, we have three places to be filled by any digit. Consider the following cases,MBA.Aspirant wrote:How many number of times will the digit '7' be written when listing the integers from 1 to 1000?
If we use 0 as a placeholder -- so that 007 represents 7, 072 represents 72, etc. -- then we need to count the number of times that 7 will appear among the 3-digit integers from 000 to 999, inclusive.MBA.Aspirant wrote:How many number of times will the digit '7' be written when listing the integers from 1 to 1000?
(a) 271
(b) 300
(c) 252
(d) 304
(e) 512
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