Find the sum of the sum of the sum of digits (i.e. digit sum) of 25! (e.g.,) digit sum of 378 = 3+7+8 = 18 : 1+8 = 9
Option a
Digit Sum=Remember when a number is divided by 9.
25!9 Rem=0⇒Digit Sum=9
The sum of digits of every possible 8 digit number is noted. Which sum occurs most often?
In a two digits no the sum of digits is 8 if we add 18 to those digits the digits are inter changed find the no