Question
Q1 Using a 4-bit cell to store unsigned integers, what is the largest integer that can be stored? a. 15 b. 32 c. 63 d.
Q1 Using a 4-bit cell to store unsigned integers, what is the largest integer that can be stored? a. 15 b. 32 c. 63 d. 31 e. 7
Q2 Saved 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. 7
Q3 Using an 8-bit cell to store unsigned integers, what is the largest integer that can be stored? a. 255 b. 127 c. 63 d. 256 e. 128
Q4 Using an 8-bit cell to store integers in 2's complement, what is the largest positive integer that can be stored? a. 255 b. 127 c. 63 d. 256 e. 128
Question 5 Using a 6-bit cell to store integers in 2's complement, what is the decimal number that stored in the cell as 010110? a. 28 b. 18 c. 26 d. 22 e. None of the above
Question 6 Unsaved Using a 6-bit cell to store integers in 2's complement, what will be stored for decimal number -27?a. 100101 b. 011011 c. 111011 d. 000101 e. None of the above Save Question 7 Using a 6-bit cell to store integers in 2's complement, what is the decimal number that stored in the cell as 101010?a. 42 b. 22 c. -22 d. -42 e. None of the above
Question 8 Unsaved Using a 6-bit cell to store integers in 2's complement, what will be stored for -5? Question 8 options: a. 111011 b. 111001 c. 000101 d. 100101 e. None of the above
Question 9 Unsaved In a 6-bit two's complement system, A=010110, B=001100, when perform A+B, which of following statements are true? a. The carry bit C is 0 b. The carry bit C is 1 c. The overflow bit V is 1 d. The overflow bit V is 0
Question 10 Unsaved In a 6-bit two's complement system, A=010110, B=001100, when perform X=A+B, which of following statement is true? a. X is 110001 b. X is 100010 c. X is 110001 d. X is 010001 e. None of the above Save Question 11 (1 point)
Question 11 Unsaved In a 6-bit two's complement system, A=010110, when perform X= - A, which of following statements are true? a. X is 101001 b. N=1, Z=1 c. X is 101010 d. N=1, Z=0 e. N=9, Z=1 e. None of the above
Question 12 Unsaved What is the range of integers that can be represented using 3bits 2's complement? a. -4 to 3 b. -3 to 3 c. 0 to 7 d. 0 to 15 e. -4 to 4 Save
Question 13 What is the range of integers that can be represented using 3bits unsigned binary representation? : a. -4 to 3 b. -3 to 3 c. 0 to 7 d. 0 to 15 e. -4 to 4
Question 14 Unsaved When two binary numbers are added, if the sum of the left most column (called the most significant bit) produces a carry, then the carry bit C is set to _________. The C bit detects overflow for unsigned integer only. C bit alone cannot detect overflow for unsigned integers. a. 0 b. 1 c. cannot be determined d. either 1 or 0 Save
Question 15 Unsaved When two binary numbers are added, if the sum of the left most column (called the most significant bit) does not produce a carry, then the carry bit C is set to _________. The C bit detects overflow for unsigned integer only. C bit alone cannot detect overflow for unsigned integers. a. 0 b. 1 c. cannot be determined d. either 1 or 0 Save Question
Question 16 Unsaved Using a 6-bit cell to store integers in 2's complement, what is the decimal number that stored in the cell as 100000? a. -0 b. 0 c. 32 d. -32 Save
Question 17 Unsaved Using a 6-bit cell to store integers in 2's complement, what is the decimal number that stored in the cell as 011111? a. -15 b. -16 c. 0 d. 16 e 31
Question 18 Unsaved Using a 6-bit cell to store integers in 2's complement, NEG 1 0 0 1 1 0 = ______ ? a. 0 1 1 0 1 0 b. 0 1 1 0 0 1 c. 0 1 1 0 1 1 d. 1 0 0 1 1 0 e. 1 1 1 0 0 1
Question 19 Unsaved Using a 6-bit cell to store integers in 2's complement, NOT 1 0 0 1 1 0 = ______? a. 0 1 1 0 1 0 b. 0 1 1 0 0 1 c. 0 1 1 0 1 1 d. 1 0 0 1 1 0 e. 1 1 1 0 0 1
Question 20 Unsaved CPU contains a special bit called the overflow bit , denoted by V. When CPU adds two binary integers, if their sum is out of range when interpreted in 2's complement representation, then V is set to _____, otherwise V is set to ____. a. 0 : 0 b. 1 : 1 c. 0 : 1 d. 1 : 0 Save
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