Convert 32-bit binary to hexadecimal

How to convert a 32-bit binary number to hexadecimal?

Can you explain the process of converting a 32-bit binary number to hexadecimal?

Answer:

To convert a 32-bit binary number to hexadecimal, we need to divide the binary number into groups of 4 bits each and then convert each group to its equivalent hexadecimal digit.

When converting a 32-bit binary number to hexadecimal, we can follow the steps below:

1. Divide the 32-bit binary number into groups of 4 bits each.
2. Starting from the rightmost side, convert each group of 4 bits to its equivalent hexadecimal digit.
3. Combine all the hexadecimal digits obtained from each group to get the final hexadecimal number.

For example, if we have the 32-bit binary number 10100111010110101011001101101010, we can divide it into groups: 1010 0111 0101 1010 1011 0011 0110 1010. By converting each group to hexadecimal, we get: A 7 5 A B 3 6 A. Therefore, the 32-bit binary number 10100111010110101011001101101010 is equivalent to the hexadecimal number A75AB36A.

Remember, when converting binary to hexadecimal, each group of 4 bits translates to a single hexadecimal digit. This process makes it easier to represent large binary numbers in a more compact and manageable form.