Decimal to Octal converter

Enter decimal number:
	10
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Octal result:
	8
Hex result:
	16

A quantity with base 8 is the octal number and various with base 10 is the decimal quantity. Here we can convert a decimal quantity to an equivalent octal quantity. It is equal as converting any decimal number to binary or decimal to hexadecimal.

In decimal to binary, we divide the number via 2, in decimal to hexadecimal we divide the wide variety by way of sixteen. In case of decimal to octal, we divide the variety with the aid of eight and write the remainders in the opposite order to get the equal octal variety.

How to transform from Decimal to Octal

Follow the stairs given under to learn the decimal to octal conversion:

1. Write the given decimal quantity.

2. If the given decimal number is much less than 8 the octal range is the equal.

three. If the decimal wide variety is greater than 7 then divide the quantity via 8.

four. Note the remainder, we get after department

five. Repeat step three and four with the quotient till it's miles less than eight

Now, write the remainders in opposite order (backside to pinnacle)

The resultant is the equivalent octal range to the given decimal wide variety.

Example:

Convert (127)10 to Octal.

Solution: Divide 127 by means of 8

127 ÷ 8= 15(Quotient) and (7)Remainder

Divide 15 through 8 once more.

15 ÷ eight = 1(Quotient) and (7) Remainder

Divide 1 with the aid of 8, we get;

1 ÷ eight = zero(Quotient) and (1) Remainder

Since the quotient is zero now, no extra department may be done. So by taking the remainders in reverse order, we get the equal octal range.

Hence, (127)₁₀ = (177)₈

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