James is supposed to take medication every night, but sometimes he forgets. He forgets to take his medication 3% of the time. Let X be the number of days next month (December) that James forgets to take his medication at night. X has a binomial distribution with parameters n = 31 and p = 0.03. Suppose we wanted to determine the chance James remembers to take his medication on exactly 27 days in December. Thus, we would be seeking P(X = ). What is the chance James forgets to take his medication exactly once in December? P(X = 1) = % Express answer as a percent, rounded to the nearest integer. What is the chance James forgets to take his medication fewer than two times in December?
James is supposed to take medication every night, but sometimes he forgets. He forgets to take his medication 3% of the time. Let X be the number of days next month (December) that James forgets to take his medication at night.
X has a binomial distribution with parameters n = 31 and p = 0.03.
Suppose we wanted to determine the chance James remembers to take his medication on exactly 27 days in December. Thus, we would be seeking
P(X = ).
What is the chance James forgets to take his medication exactly once in December?
P(X = 1) =
Express answer as a percent, rounded to the nearest integer.
What is the chance James forgets to take his medication fewer than two times in December?
P(X < 2) =
Express answer as a percent, rounded to the nearest integer.
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