Question

The maximum number of bits sufficient to represent a hexadecimal number in
binary​

Answer 1

● The maximum number of bits sufficient to represent a hexadecimal number in binary are three.

Answer 2

Answer:

The maximum number of bits sufficient to represent a hexadecimal number in binary​ Four bits.

Explanation:

4 bits are the maximum number of bits sufficient to represent a hexadecimal number in binary​ Because each hexadecimal digit corresponds to exactly 4 bits (log 2(16) = 4) and each byte is two hexadecimal digits, converting from binary to hexadecimal is fairly simple.

Hence, three bits (24 = 16) are sufficient to represent any hexadecimal number in the binary format.