1. Benford's Law states that in most real world data sets, the last digit of a number follows a certain distribution. Let D be the last digit. 10 (¹+¹) P(D = j) = log10 for j = 0, 1,.,9. Verify this is a PMF by hand using properties of Logarithms.

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1. Benford's Law states that in most real world data sets, the last digit of
a number follows a certain distribution. Let D be the last digit.
。 (²+¹)
..
P(D = j) = log10
for j = 0, 1, ,9. Verify this is a PMF by hand using properties of
Logarithms.
Transcribed Image Text:1. Benford's Law states that in most real world data sets, the last digit of a number follows a certain distribution. Let D be the last digit. 。 (²+¹) .. P(D = j) = log10 for j = 0, 1, ,9. Verify this is a PMF by hand using properties of Logarithms.
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