Let us better understand it with an example. If we have any decimal number say 13009 (we found this decimal number from the above example and by converting it back to octal number we can also check the previous example.)

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Let us better understand it with an example. If we have any decimal number say 13009 (we found this decimal number from the above example and by converting it back to Octal number we can also check the previous example.) then this method has been described in the following table:

Division

Quotient

Remainder

Octal Number

13009 / 8

1626

1

1

1626 / 8

203

2

21

203 / 8

25

3

321

25 / 8

3

1

1321

3 / 8

0

3

31321


As you can see, we are back with the original number. That is what we should expect. This table was to understand the procedure. Now let us repeat the same conversion to understand the method that should be followed in practice to get the ease of working and to save the time as well. Both are the same things in fact.

8

13009

 

8

1626

1

8

203

2

8

25

3

8

3

1

 

0

3

When we arrange the remainders according to the direction of arrow, we get the Octal Number 31321, which we were expecting.

Sample Chapters from book DATA RECOVERY WITH AND WITHOUT PROGRAMMING by Author Tarun Tyagi
Data Recovery with & without Programming


Publishers of the Book
Number of Pages
ISBN
Price of the Book


BPB Publications, New Delhi, India
540
81-7656-922-4
$69.00 (Including Shipping Charges, Cost of Book and Other expenses, Free Source Code CD included with the Book)





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