I could partially do it...
7 ^1 = 7
7^2 = 49
7^3= *43
7^4= *01
from 7^5, pattern gets repeated.
7^5= *07
7^6= *49 ... and so on.
The question states 7187.
187 % 4=3. Therefore, the 3rd category will be the number.
So, 7^187= *43.
So, when divided by 800, it leaves a remainder *43.
But I am not being able to find out the first digit '3'.
Thanx...
Sayan Sinha %= remainder
*= something can be there in its place...
Sayan Sinha %= remainder *= something can be there in its place... 