Converting octal to hexadecimal requires understanding place values in the different numeral systems. In octal, each place value increases by a power of eight from right to left. In hexadecimal, each place value increases by a power of sixteen from right to left. To convert:
Write out the octal number, separating each place value with a comma or space for readability. For example, 1237 would be written 1,232,37.
For each place value, determine its numeric equivalent in decimal. The rightmost place value of 37 represents 3 * 8^0 = 3. The next place value of 32 represents 3 * 8^1 = 24. The last place value of 1 represents 1 * 8^2 = 64.
Add up the decimal values for each place value. For 1237, this is 3 + 24 + 64 = 91.
Represent the decimal value in hexadecimal. To convert 91 to hexadecimal:
Divide 91 by 16 repeatedly to get the place values
The remainders are the hexadecimal digits, with 10=A, 11=B, - l464l5yivf - https://webtoolsmate.com/octal-to-hexadecimal?unique_id_4skerrrz
