Q1: Find the two's complement of -17 Step 1: Decimal to binary= Step 2: Take the complement: Step 3: Add 1: +1 = Q2: Find the two's complement of 13 Step 1: Decimal to binary= Step 2: Step 3: (if any): Q3: Find the two's complement for a. -11 b. -43 a) 10101110 b) 10000001 c) 10000000 d) 00000001 e) 00000000 c. -123 Q: 4 Find 1's and 2's complement of the following 8 digit binary numbers Q5: What extra step do we take when we form the 2's complement of a negative binary number? 1. Write the 2's complement for each of the following 5-bit binary numbers. a. 01001 b. 01011 c. 00111 d. 000012 2. In 2's complement, what do all the positive numbers have in common? 3. What advantage does 2's complement have over l's complement? 4. If you want to write the number 70 using 2's complement representation, what do you need to do? 5. If you want to write the number -710 using 2's complement representation, what do you need to do? 6. What is the general technique for converting a decimal number to 2's complement representation? 7. Convert the following decimal numbers to binary using 6-bit 2's complement representation. a. -1610 b. 1310 c. -310 Q6: Retrieve the integer that is stored as 10100001 in sign-and- magnitude representation. Q7: What is returned from an output device when it retrieves the bit string 00101011 stored in memory as an unsigned integer? Q8: Show the given numbers in floating point representation: a) -0.000000000000232 b) 7,452,000,000,000,000,000,00.00 c) -(0.00000000000000000000000101)2