Multiply 166 by 105 using unsigned 8-bit binary multiplication to form a 16-bit result. Select the correct result here. a. 0100010000010110 b. 1100010000010110 c. 1011101111101001 d. 0011101111101001
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Multiply 166 by 105 using unsigned 8-bit binary multiplication to form a 16-bit result. Select the correct result here.
a. 0100010000010110
b. 1100010000010110
c. 1011101111101001
d. 0011101111101001
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- A(n) __________ is an integer stored in double the normal number of bit positions.Calculate the checksum for the following binary numbers. Give the result in binary. Use the 16-bit format. 11010110 10000100 00110111 10101001 01010100 10100010 01101010 11000101Perform the following binary divisions, assuming unsignedintegers:1. a) 101101 ÷ 1012. b) 10000001 ÷ 1013. c) 1001010010 ÷ 1011
- Generate 2 random 8-bit binary numbers and do the following:answer:a) Show the 1's complement of your first number.b) Show the 2's complement of your second number (which must be different from the first).. Convert 168 and 123 to binary and then compute their addition. How many bytes does it take to represent each number? How many bytes are needed for the answer?What will be the result after subtracting 98 from 32 using two’s complement form in 8-bits. a. 10111110 b. 10101010 c. 01000010 d. 010000010
- Using 8 bits, what is the unsigned binary representation of each of the following values: A. 23 B. 55 C. 275 Please show the end result and please explain how you got the end result.Add the following unsigned binary numbers as shown. 01110101+00111011Using a “word” of 4 bits, list all the possible signed binarynumbers and their decimal equivalents that are representable in:1. a) Signed magnitude2. b) One’s complement3. c) Two’s complement
- Calculate (4.41762275 *10-3 + 6.34225625 *10-3) * 1.05225 * 102 by hand, assuming each of the values are stored in the 16-bit half precision format described in in the textbook. Assume 1 guard, 1 round bit, and 1 sticky bit, and round to the nearest even. Show all the steps, and write your answer in both the 16-bit floating point format and in decimal.Logically bitwise AND these numbers using 12-bit binary 2’s complement numbers 011101111101 AND 010111011011 Logically bitwise OR these numbers using 12-bit binary 2’s complement numbers 010111011011 OR 100001100101 Can you please show the steps and explain how you got the solution.4. Convert the following floating point numbers to decimals using the 64 bit normalization. 0 01100111111 0101001100000000000000000000000000000000000000000000