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Quiz

IT - Theory Part

Csse 1502 79 Fragen 1.024 Aufrufe

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  1. 1... is a measure of uncertainty
    1. AEncoding
    2. BEntropy
    3. CInformation
    4. DRedundancy
  2. 2{1,2,3,4,5,6} is the sample space of ...
    1. Aone coin toss
    2. Bone dice roll
    3. Csum of two dice
    4. Dremoving a card from the standard deck
  3. 3A redundancy of a code S = ...
    1. A1 - Iavr/Imax
    2. BIavr/Imax
    3. C1 + Iavr/Imax
    4. DImax/Iavr
  4. 4An average length of codewords qavr = ...
    1. A∑ (pi * qi)
    2. B∑ (pi / qi)
    3. C∑ pi
    4. D∑ qi
  5. 5An efficiency of a code E = ...
    1. AIavr/Imax
    2. BImax/Iavr
    3. CIavr/100
    4. DImax - Iavr
  6. 6ASCII code is a
    1. AVariable length code
    2. BFixed length code
    3. CError-correction code
    4. DNone of the given
  7. 7By the Bayes' rule for conditional entropy H(Y|X) \= ...
    1. AH(X|Y) - H(X) + H(Y)
    2. B[P(B|A)][P(A)] /P(B)
    3. CH(X|Y) - H(X)
    4. DH(X|Y)+ H(Y)
  8. 8By the Bayes' theorem ...
    1. AP(B|A) = P(A and B)/P(A)
    2. BP(A|B) = [P(B|A)][P(A)] /P(B)
    3. CP(B|A) = P(A and B)*P(A)
    4. DP(A|B) = [P(B|A)][P(A)] * P(B)
  9. 921. By the Chain rule H(X,Y) \= H(Y|X) + ...
    1. AH(X)
    2. BH(Y)
    3. CH(Y|X)
    4. DH(X|Y)
  10. 10By the Hartley's formula the amount of information I = ...
    1. AI = n*log m
    2. BI = m*n
    3. CI = log (m/n)
    4. DI = log (m*n)

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information theory
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