The binomial distribution with p = ¼ has a standard deviation of 3.For this distribution there are n = 36 scores in the sample.

Name: The binomial distribution with p = ¼ has a standard deviation of 3.For this distribution there are n = 36 scores in the sample.
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The standard deviation of a binomial distribution is given by the formula σ = √np(1-p). In this case, p = ¼ and σ = 3, so n = (σ/√p(1-p))^2 = (3/√(1/4)(3/4))^2 = 36.

The Binomial Distribution with P = ¼ Has a Standard