By using 12 bits, what is the smallest (most negative) number that you can represent using 2's complement ?
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- 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.How many different values can be represented by 48 bits? Give the answer both as a power of 2 and in decimal.Given the 8-bit binary number: 1 1 0 0 1 1 0 1 What decimal number does this represent if the computer uses signed-2's complement.
- Represent 5 in three ways using only 8 bits: Signed-magnitude (a), signed 1's complement (b), and signed 2's complement (c).One'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.If the bit pattern 0xffff_ffff_ffff_ffff_ffff_ffff_ffff_ffbd is used for a 128-bit two's complement integer, what number does it represent? show your answer in base ten.
- 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.Using 8-bit representation, what is the 2’s complement of the result of ((45 base 10) + (44 base 10))?How does the magnitude of the most positive number compare with the magnitude of the mostnegative number in an N-bit two’s complement number? How many distinct integers can be represented by an N-bit two’s complement representation (i.e.what is the difference between the most positive and the most negative)?
- If we use 5 bits to represent special symbols in a binary coding scheme, how many different symbols can be represented? a. 16 b. 10 c. 25 d. 32Calculate the smallest negative number and the largest positive number that a 24-bit two’s complement number system can encode. Show how you calculated the answers.Using 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