Binomial distribution probability formula applies here.
P(x successes in n tries) = C(n,x) (p)^x (1-p)^(-x), where p = probability of success and C(n,x) number of combinations of x out of n.
P(x >= 5) = P(x = 5) + P(x = 6) + P(x = 7), where p = 0.221, n = 7.
David B.
which can be calculated using tables, calculators, or programs and equals 1 - P(x<=4) [using a TI-86 we find that bicdf[7,.221,4] = .992602/22/22