Final answer:
To convert 174.2510 to base 2, base 8, and base 16, divide the number by the respective base and write down the remainders. The final answer is the sequence of remainders in reverse order. For base 16, use A-F to represent remainders greater than 9.
Step-by-step explanation:
To convert 174.2510 to base 2 (binary), we repeatedly divide the number by 2 and write down the remainders. The final answer is the sequence of remainders in reverse order. In this case, the binary representation is 10101110. To convert to base 8 (octal), we divide the number by 8 and write down the remainders. The final answer is the sequence of remainders in reverse order. In this case, the octal representation is 256. To convert to base 16 (hexadecimal), we divide the number by 16 and write down the remainders. For numbers greater than 9, we use letters A-F to represent the remainders. The final answer is the sequence of remainders in reverse order. In this case, the hexadecimal representation is AE.