Octal to hexadecimal conversions can be straightforward once you understand the similarities and differences between numbering systems.
In octal, each digit represents a power of 8, so the place values progress as 8^0, 8^1, 8^2 and so on from right to left. Hexadecimal uses base-16, so its place values are 16^0, 16^1, 16^2 and so on.
To convert an octal number to hexadecimal, you break the octal number into individual digit groups and find their hexadecimal equivalents. Each digit in octal represents a multiple of 8^n, where n is the digit's place value from the right. These multiples of 8^n can be directly expressed as multiples of 16^n in hexadecimal.
For example, to convert the octal number 125 to hexadecimal:
Break 125 into digit groups: 1, 2, 5
The 5 is in the ones place (8^0), and 5 decimal = 5 hexadecimal
The 2 is in the eights place (8^1), and 2x8 = 16 decimal = 10 hexadecimal
The 1 is in the sixty- - 8rr5dkwj1k - https://webtoolsmate.com/octal-to-hexadecimal?unique_id_74yp7601
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