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Category:Version controlQ:

How to use probability to express the combination of two variables?

I have to use some type of formula to express the probability that a set of 7 numbers selected uniformly at random will contain 0 or 2 identical numbers.
I know that 7C2 = 49. What I have done so far is multiply 49 by the probability that there are 0 or 2 identical numbers.
The problem I have is the denominator doesn’t make sense to me. I believe I need to use (7C2) to arrive at the denominator. However, I’m not certain of how to manipulate the denominator to be correct.
Is it something along the lines of…
$$0.37 \times \frac{49}{ \left(7C2\right) } $$

HINT:
$P(1\text{ or 2 identical numbers}) = 1 – P(\text{No identical numbers}) = 1 – (1 – p_0p_2)^7 $
where $p_0 = P(0\text{ identical number})$ and $p_2 = P(2\text{ identical number})$

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