Question: 1. Using the iterative (long) method of number conversion, convert the binary number 11010110.1101 into a. Octal b. Decimal c. Hexadecimal Hint: You may need

1. Using the iterative (long) method of number conversion, convert the binary number 11010110.1101 into a. Octal b. Decimal c. Hexadecimal Hint: You may need to convert to decimal first then to the target number system. Convert cach of the following binary numbers to its equivalent Octal and 2. Hexadecimal a. 110111001.001000101 b. 1010101011.10101 c. 10100101110.0101101 d. 101011 10.1011 e. 10111101110.0100111 f. 101000.1010 3. Calculate A+B, A-B, AxB, and A/B for each of the following pairs of binary numbers. (Assume the first number in each pair- A and the second number -B) Append all numbers to 8 bits. Subtraction is not 2's complement. a. 1010010, 101011 b. 10, 1011 c. 110000 d. 1010001, 111010 4. Convert the following to Octal, hexadecimal and binary (long method (multiply and Divide by methods)) a. 1345.385 (10) b. 1245.146 (10) c. 624.605 (10) d. 145.16 (10) e. 2104.151

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