The random variable is said to follow the distribution of Benfords Law if It has been shown
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The random variable is said to follow the distribution of Benford’s Law if
It has been shown to be a good fit for the distribution of the first digit of many real life data values.
a. Verify that the preceding is a probability mass function by showing that
b. Find P(X ≤ j).
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To verify that the given probability mass function satisfies the property of being a probability dis...View the full answer
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