A coin is tossed 16 times. In how many outcomes do exactly 6 tails occur? O 6 O 5,765,760 O 8,008 O 720 O 96 O None of the above.
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We are tossing a coin 16 times, and we want to find the number of outcomes where exactly 6 tails occur. This can be solved using the combination formula: $$C(n, k) = \binom{n}{k} = \frac{n!}{k!(n-k)!}$$ where: - $n$ is the total number of trials (coin tosses) - Show more…
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