Probability of matching numbers

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The discussion centers on calculating the probability of two 5-digit numbers sharing 4 digits while having 1 unique digit. The numbers in question are 12,547 and 11,425, which share the digits 1, 2, 4, and 5. The key inquiry is whether the probability pertains to the arrangement of these digits or simply their matching. Clarification is needed on whether the focus is on the specific digits or the general concept of matching digits.

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Rmbha
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What is the probability of having these 2 sets of numbers with 4 digits the same and 1 unique digit? Thank you.

12,547
11,425
 
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Rmbha said:
What is the probability of having these 2 sets of numbers with 4 digits the same and 1 unique digit? Thank you.

12,547
11,425

Hi Rmbha!

Welcome to MHB. :)

The two numbers have the digits 1,2,4, and 5 as the same. So is the question what is probability of a 5 digit number containing 1,2,4,5 and two other digits with order not mattering? Or is it having 4/5 digits matching in general?
 

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