Suppose that a marksman hits the bull's-eye 1 time in 10 shots. If the next 4 shots are independent, find the probability that exactly two of the next 4 shots hit the bull's-eye.
A)Pr(two bull's-eyes) =
B)Pr(two bull's-eyes) =
C)Pr(two bull's-eyes) =
D)Pr(two bull's-eyes) =
E)Pr(two bull's-eyes) =

Question

Suppose that a marksman hits the bull's-eye 1 time in 10 shots. If the next 4 shots are independent, find the probability that exactly two of the next 4 shots hit the bull's-eye. ​
A)Pr(two bull's-eyes) = 
B)Pr(two bull's-eyes) = 
C)Pr(two bull's-eyes) = 
D)Pr(two bull's-eyes) = 
E)Pr(two bull's-eyes) =

Quizplus · Accepted Answer

The Answer of Suppose that a marksman hits the bull's-eye 1 time in 10 shots. If the next 4 shots are independent, find the probability that exactly two of the next 4 shots hit the bull's-eye. ​
A)Pr(two bull's-eyes) = 
B)Pr(two bull's-eyes) = 
C)Pr(two bull's-eyes) = 
D)Pr(two bull's-eyes) = 
E)Pr(two bull's-eyes) =

Suppose That a Marksman Hits the Bull's-Eye 1 Time in 10