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?

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