Advanced Microprocessors
- A 3-stage walkingar creeping counter is given below:
How many states does this counter pass through before repeating? What is the modulo?
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As we don't know the value of Q = 1 or 0, so there can be 2 possible sequence.
Hence, modulo cannot be determined unless other information regarding initial value of Q given.Correct Option: D
As we don't know the value of Q = 1 or 0, so there can be 2 possible sequence.
Hence, modulo cannot be determined unless other information regarding initial value of Q given.
- The widely used code in data communication is
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NA
Correct Option: B
NA
- The logic realized by circuit shown in figure below is—
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In 4 × 1 MUX, A and B as select line, the truth table is
Output = F = I0 – S1 – S2 + I1 – S2 S1
F=I0 – S1 – S2 + I1 – S1 S2 + I2 – S1 S2 + I3 S1S2
= C – A – B + C – A B + – C A – B + – C A B
= C – A (B + – B) + – C A (– B + B)
= C – A + – C A
= C ⊕ ACorrect Option: B
In 4 × 1 MUX, A and B as select line, the truth table is
Output = F = I0 – S1 – S2 + I1 – S2 S1
F=I0 – S1 – S2 + I1 – S1 S2 + I2 – S1 S2 + I3 S1S2
= C – A – B + C – A B + – C A – B + – C A B
= C – A (B + – B) + – C A (– B + B)
= C – A + – C A
= C ⊕ A
- For the logic ckt circuit below, the output Y is equal to—
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Y = A + C + B + AC
= A (C + 1) + C + B
= A + B + CCorrect Option: B
Y = A + C + B + AC
= A (C + 1) + C + B
= A + B + C
- How many 1's are present in the binary representation of—
3 × 512 + 7 × 64 + 5 × 8 + 3?
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3 × (8)3 + 7 × (8)2 + 5 × 81 + 3 × 8º means 512, 64, 8 and 1 can be written as power of 8. The proceeding number is translatable to an octal number (3 7 5 3)8 = (011 111 101 011)2 Number of 1 = 9. Hence alternative (B) is the correct answer.
Correct Option: B
3 × (8)3 + 7 × (8)2 + 5 × 81 + 3 × 8º means 512, 64, 8 and 1 can be written as power of 8. The proceeding number is translatable to an octal number (3 7 5 3)8 = (011 111 101 011)2 Number of 1 = 9. Hence alternative (B) is the correct answer.