First, divide the number by 8, and obtain the first remainder.
30
, r = 4 = 1stremainder
8)244
Next, divide the first quotient (30) by 8, and obtain the second remainder.
3
, r = 6 = 2ndremainder
8)30
, r = 4 = 1stremainder
8)244
Next, divide the second quotient (3) by 8, and obtain the third remainder.
0
, r = 3 = 3rdremainder
8)3
, r = 6 = 2ndremainder
8)30
, r = 4 = 1stremainder
8)244
Now, write the remainders in the reverse order in which they were obtained - that is, from top to bottom - and you have the number 24410 expressed in octal notation. You have the digits in the wrong order in your answer.
