Octal to Other Bases
This Octal to Other Bases Converter handles all types of octal inputs, including integers, negative values, and fractional numbers. It converts octal numbers to various bases, such as binary, decimal, and more, while providing complement results for negative inputs. The tool ensures accurate conversions and provides detailed steps for clarity.
Octal to Various Bases Converter
| Octal Number: | ||
| Target Base: | ||
Results: | ||
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Conversion Steps: | ||
Complement Steps: |
Calculator
- enter a valid octal number (e.g., 7, -4, .23, -5.67)
- choose the desired target base from the dropdown menu
Result
- the octal number converted to the selected base
- the complement value of the converted number
- The converted value, conversion steps, and the complement result for negative inputs will be shown below.
This converter simplifies the process of converting octal numbers to other bases and calculating complements, making it a valuable tool for developers, students, and anyone working with different number systems.
Example Conversions
Octal to Base-4
Convert octal number 428 to base-4:Step 1: Convert 428 from base-8 to base-10:
(4 * 81) + (2 * 80) = (4 * 8)+(2 * 1) = 32 + 2 = 3410
Step 2: Convert 3410 from base-10 to base-4:
We perform successive divisions by 4 and collect remainders until the quotient is zero:
34 / 4 = quotient 8, remainder 2
8 / 4 = quotient 2, remainder 0
2/ 4 = quotient 0, remainder 2
Reading the remainder from bottom to top, we obtain 202
Therefore, 428 in base-8 is equivalent to 2024 in base-4.
Octal to Base-5
Step 1: Convert 428 from base-8 to base-10:(4 * 81) + (2 * 80) = (4 * 8)+(2 * 1) = 32 + 2 = 3410
Step 2: Convert 348 from base-10 to base-5:
We perform successive divisions by 5 and collect remainders until the quotient is zero:
1 34 / 5 = quotient 6, remainder 4
2 6 / 5 = quotient 1, remainder 1
3 1 / 5 = quotient 0, remainder 1
Reading the remainder from bottom to top, we obtain 114
Therefore, 428 in base-8 can be converted to base-5 as 1145.