The state lottery claims that the probability of winning is p = 1/10 for one of its scratch-off games.If this is true,then what is the probability of getting at least 10 winning tickets in a sample of n = 100?Hint: Use interval-based calculations because no critical region is involved.
A)p(z 0.17)
B)p(z 0)
C)p(z 0.27)
D)p(z 0.33)

Question

The state lottery claims that the probability of winning is p = 1/10 for one of its scratch-off games.If this is true,then what is the probability of getting at least 10 winning tickets in a sample of n = 100?Hint: Use interval-based calculations because no critical region is involved.​
A)​p(z > 0.17)
B)​p(z > 0)
C)​p(z > 0.27)
D)​p(z > 0.33)

Quizplus · Accepted Answer

The probability of getting at least 10 winning tickets in a sample of n = 100 is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting exactly 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting more than 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting less than 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting at least 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting exactly 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting more than 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting less than 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting at least 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting exactly 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting more than 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting less than 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting at least 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting exactly 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting more than 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting less than 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting at least 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting exactly 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting more than 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting less than 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting at least 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting exactly 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting more than 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting less than 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting at least 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting exactly 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting more than 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting less than 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting at least 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting exactly 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting more than 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting less than 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting at least 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting exactly 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting more than 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting less than 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting at least 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting exactly 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting more than 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting less than 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting at least 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting exactly 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting more than 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting less than 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting at least 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting exactly 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting more than 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting less than 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting at least 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting exactly 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting more than 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting less than 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting at least 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting exactly 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting more than 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting less than 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting at least 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting exactly 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting more than 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting less than 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting at least 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting exactly 10 winning tickets is given by the binomial distribution with p = 1/10 and n = 100. The probability of getting more than

The State Lottery Claims That the Probability of Winning Is