Final answer:
To convert the decimal number 35 to an 8-bit binary number, divide the number repeatedly by 2 and record the remainders. The result is 100011.
Step-by-step explanation:
To convert the decimal number 35 to an 8-bit binary number, we can use a process called division by 2. We divide the number repeatedly by 2 and record the remainder at each step until the quotient becomes 0. The remainders, in reverse order, form the binary representation of the decimal number.
In this case, when we divide 35 by 2, the remainder is 1 and the quotient is 17. We continue this process with 17, and we get a remainder of 1 and a quotient of 8. We keep dividing 8 until we reach a quotient of 0, and we record the remainders: 100011. This is the 8-bit binary representation of the decimal number 35.