Octal to HEX

Convert the numbers of Octal values into their corresponding Hexadecimal equivalent

This utility makes it simple to change any number system from octal to hexadecimal (oct to hex).

Describe the octal number system:

The base-8 numeral system known as Octal or Oct. The octal code is defined by a range of 0 to 7 numbers. Simply put, an octal number is any number having base 8. as in 768, 648, 328, 148, and 28.

What Is Hexadecimal Number System?

Hexadecimal, also known as hex, is a base-16 numeral system, just as octal numbers. 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, and 15 are the 16 Hexadecimal digits. The two-digit digits 10, 11, 12, 13, 14, and 15 are sent again together with the alphabetic codes A, B, C, D, E, and F.

How to Manually Convert Octal to Hexadecimal?

The simplest number system is Binary, so if you wish to convert from Octal to Hexadecimal, you must first convert from Octal to Binary and then from Binary to Hexadecimal.

Find out how to convert from octal to binary.

As an illustration, let's use the number 273. Let's change (273)8 to (?)2.

Octel to Binary

We will draw three boxes as seen in the above image because we have the numbers 2, 7, and 3 here. Four, two, and one parts are in each package. For example, if we have the number (5463)8, we must draw four boxes. Thus, three is the first number from the left. The digit 4 is not necessary if we are trying to fit the number 3 into the Octel to Binary Converter box. Instead, we must take a 2 and a 1 to get 3. We will therefore obtain 011 after converting 3 to binary.

The approach described above will result in the numbers 111 for the number 7 and 010 for the number 2.

The final response will therefore be (10111011)2.

This binary number must now be converted to a hexadecimal number.

Find out how to translate binary to hexadecimal.

Binary to Hexadecimal

Drawing a box in the same manner as for an octal number with four parts for the digits 8, 4, 2, and 1 will allow us to convert binary to hexadecimal.

Then divide the total number of characters in your binary number into 4 digits.

We need to draw two boxes because this binary number, 10111011, contains 8 digits. We must draw three boxes if the number was 10111101101, and so on.

Now arrange the numbers from right to left in the box. The box's components each have one, thus we must add them all. The numbers are 8, 2, and 1. It becomes 11 after adding them. Hexadecimal representation of 11 is "B". "B" is likewise obtained from the opposite box. Thus, the final response is (BB)8.

How to Online Hexadecimal to Octal Conversion?

This programme makes it very simple to convert any octal number to a hexadecimal number. It quickly returns your answer after processing all the laborious calculations indicated above. To convert an octal number to a hexadecimal number, simply type the desired value in the provided box and press the convert button.

Aarim Khan

CEO / Co-Founder

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