Octal to Hexadecimal - Octal a Hexa | WebToolsMate

Converting octal to hexadecimal is a straightforward process done in a series of steps:
First, represent the octal number as a sum of powers of eight. For example, if the octal number is 325, we can write this as 3 * 82 + 2 * 81 + 5 * 80.
Next, represent each power of eight as a hexadecimal number. Since eight is a power of two, each power of eight corresponds to a power of two in hexadecimal. So, 82 = 162 = 100, 81 = 162 = 10, and 80 = 162 = 1.
Now substitute the hexadecimal representation into the original octal number representation. For 325, this gives us: 3 * 100 + 2 * 10 + 5 * 1 = 300 + 20 + 5 = 32510.
The subscript of 10 indicates this number is in hexadecimal base. Any octal number can be converted to hexadecimal using this process.
Some key points:

Make sure to represent the octal number with the correct place values, where each place value increases by a power of eight from right to left.

Conv - ad4m1omdm0 - https://webtoolsmate.com/octal-to-hexadecimal?unique_id_mccdoixi