Using a 5-bit version of signed division algorithm, divide 14 by -4. Verify your answer. please show all your steps.
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Using a 5-bit version of signed division
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- 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.How many different values can be represented using 16-bit two’s complement representation? What’s the largest and smallest possible value? Answer the two questions again for n-bit 2’s complement. Please show all steps.Find out the largest positive 16-bit value in binary, hexadecimal, and decimal?
- Please solve and show all work and steps. Thank you. What is 5ED4 - 0694 when these values represent unsigned 16-bit hexadecimal numbers? The result should be written in hexadecimal.Find out the smallest negative 16-bit value in binary, hexadecimal, and decimal?Suppose an 8-bit data word stored in memory is 1010111. Using the Hamming algorithm, determine what check bits would be stored in memory with the data word. Show how you got your answer.
- Using a 4-bit cell to store integers in 2's complement, what is the largest positive integer that can be stored? A. 15 B. 32 C. 63 D. 31 E. 7You need to show detail work on how you get the answer. Dont use answers from other websites please! Please type your answer not picture What decimal value does the 8-bit binary number 10011010 have if: a) it is on a computer using signed-magnitude representation? b) it is on a computer using two’s complement representation? c) it is on a computer using excess-M representation?Calculate (3.41700875 *10-3 + 6.34005625*10-3)* 1.25625* 102 by hand, assuming each of the values are stored in the 16-bit half precision format describedin in the textbook. Assume 1 guard, 1 round bit, and 1 sticky bit, and round to thenearest even. Show all the steps, and write your answer in both the 16-bit floating point format and in decimal.
- Perform the following additions on signed integers, assuming a nine-bit cell.Show the sum and the effect on the indicated flags: 1 0110 0001 ADD 1 1001 1100One's complement, two's complement and sign & magnitude all have the same 32-bit representation for signed integers in the range ______ to _______. What goes in the blanks to make this true? Please provide explanation as well.Using a 4-bit cell to store integers in 2's complement, what is the largest positive integer that can be stored? Question 9 options: A. 15 B. 32 C. 63 D. 31 E. 7