There are two methods to convert from Decimal to Octal testkings. The first method is the Indirect Method and the testking VCP-410 second method is the Repeated Division Method. 1. Indirect Method testking 640-802 A decimal number can be converted into its Octal testking 350-001 equivalent indirectly by first converting the decimal number into its binary testking 70-680 equivalent and then converting the binary to Octal testking SY0-201. 2. Repeated Division-by-8 Method testking 642-901 The Repeated Division Method testking 642-812 has been discussed earlier and used to convert Decimal Numbers testking 70-640 to Binary and Hexadecimal by repeatedly dividing the Decimal testking 70-642 Number by 2 and 16 respectively. A decimal number testking 642-902 can be directly converted into Octal by using repeated division. The decimal number testking 220-701 is continuously divided by 8 (base value of the Octal number system) Converting Octal Numbers to Decimal is done using two Methods. The first testking N10-004 Method is the Indirect Method and the second method is the Sum-of-Weights method. 1. Indirect Method testking 640-822 The indirect method of converting Octal number to decimal number is to first convert testking 642-813 Octal number to Binary and then Binary to Decimal.Numbers represented in Octal can be added and subtracted directly without having to convert them into decimal or binary equivalents. The rules of Addition and Subtraction that are used to add and subtract numbers in Decimal or Binary number systems apply to Octal Addition and Subtraction. Octal Addition and Subtractions allows large Binary numbers to be quickly added and subtracted.

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