The first digit contains the number 1. The 4-bit binary representation of 1 is 0001. The second digit contains or 10. The 4-bit binary representation of 10 is 1010. “A” Therefore 1A in hexadecimal can be converted to 00011010 in binary. Convert: Convert the following hexadecimal numbers to their binary equivalents: Hexadecimal Binary 3 A 1C 89 DD0 ABC7 Example: Converting 01001101 in binary to hexadecimal The first four bits are 0100 or which is just the character in hexadecimal. “4,” “4” The second four bits are 1101 or which is just the character in hexadecimal. “13,” “D” Therefore 01001101 in binary can be converted to 4D in hexadecimal. Binary Hexadecimal
The first digit contains the number 1. The 4-bit binary representation of 1 is 0001. The second digit contains “A” or 10. The 4-bit binary representation of 10 is 1010. Therefore 1A in hexadecimal can be converted to 00011010 in binary. Convert: Convert the following hexadecimal numbers to their binary equivalents: Hexadecimal Binary 3 A 1C 89 DD0 ABC7 Example: Converting 01001101 in binary to hexadecimal The first four bits are 0100 or “4,” which is just the character “4” in hexadecimal. The second four bits are 1101 or “13,” which is just the character “D” in hexadecimal. Therefore 01001101 in binary can be converted to 4D in hexadecimal. Binary Hexadecimal