Math  /  Data & Statistics

QuestionConsider the following binomial probability distribution expression below. The number of trials, the number of successes, the probability of success and the probability of failure respectively are: (127)(0.1)7(0.9)5\binom{12}{7}(0.1)^{7}(0.9)^{5} 7,0.1,0.9,127,0.1,0.9,12 12,7,0.1,0.912,7,0.1,0.9 12,7,0.9,0.112,7,0.9,0.1 7,0.9,12,0.17,0.9,12,0.1

Studdy Solution
Match the identified components to the correct option:
- Number of trials n=12 n = 12 - Number of successes k=7 k = 7 - Probability of success p=0.1 p = 0.1 - Probability of failure 1p=0.9 1-p = 0.9
The correct option is: 12,7,0.1,0.9 12, 7, 0.1, 0.9
The correct answer is:
12,7,0.1,0.9 \boxed{12, 7, 0.1, 0.9}

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