1. Find the base 10 representation for each number.
1101101101 (base 2)
33671 (base 8)
8FB2 (base 16)
221341 (base 5)
2. Write each unsigned decimal number in binary, octal (base 8), and hexadecimal (base 16).
45
167
273
32763
3. Perform unsigned binary addition. Do not discard the carry.
4. Perform unsigned binary subtraction. Use borrowing.
5: Using b = 2 and p = 8, find the two’s-complement integer representation for
6. Ifandindicate which two’s-complement sums will cause overflow and compute the result in binary
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