(6) An archer hits a bulls-eye with a probability of 0.09, and the results of different attempts can be taken to be inde
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(6) An archer hits a bulls-eye with a probability of 0.09, and the results of different attempts can be taken to be inde
(6) An archer hits a bulls-eye with a probability of 0.09, and the results of different attempts can be taken to be independent of each other. If the archer shoots nine arrows, calculate the probability that exactly two arrows score bulls-eyes. A 0.121 B 0.131 C 0.141 D 0.151 (7) (Question 6 continued) If the archer shoots nine arrows, calculate the probability that at least two arrows score bulls-eyes. A 0.191 B0.201 C 0.211 D 0.221 (8) Question 6 continued) If the archer shoots a series of arrows, what is the probability that the first bulls-eye is scored with the fourth arrow? A 0.058 B 0.068 C 0.078 D 0.088
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