A bitstring (length $10$ $\{0,1\}$) has exactly $120$ string that contains three $0$s, but now I am trying to find out how many strings with three zeroes if the string looks like this: $\{0,1,\phi\}$.
Can I still use binomial to figure it out?
A bitstring (length $10$ $\{0,1\}$) has exactly $120$ string that contains three $0$s, but now I am trying to find out how many strings with three zeroes if the string looks like this: $\{0,1,\phi\}$.
Can I still use binomial to figure it out?
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