Question: What is the probability that a randomly chosen four-digit integer (no leading zeros) has distinct digits and ends with an odd digit? For example, 1237

What is the probability that a randomly chosen four-digit integer (no leading zeros) has distinct digits and ends with an odd digit? For example, 1237 qualies for the event space but 1226 does not. All of the possible answers are rounded to four decimal digits. 02520 0 0.5200 0 0.2489 0 0.0498

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