Question

1. Suppose X approximates a binomial distribution with n = 10, p = .35 . Compute Pr ( X = 4 ).

The population of students that took the last statistics quiz had a mean score of 17 and a standard deviation of 2. Assume a normal distribution. What is the Z score of 17?

Group of answer choices

2

Cannot be determined

1

0

Group of answer choices

0.1285

0.4000

0.2377

0.2901

The population of students that took the last statistics quiz had a mean score of 17 and a standard deviation of 2. Assume a normal distribution. A Z score of -2.0 and below will be an F. What is that raw score?

Group of answer choices

Less than 8

More than 14

Less than 14

Less than 11

X has a normal distribution with a mean of 5 and a standard deviation of 1.2. What is the probability associated with an outcome between 5 and 7.4?

Group of answer choices

50%

97.72%

None of these are correct

47.72%

For a standard normal variable Z: Pr(z > 2.04) = ?

Group of answer choices

0.0212

0.9483

0.9793

0.0207

The population of students that took the last statistics quiz had a mean score of 17 and a standard deviation of 2. Assume a normal distribution. What is the Z score of 17?

Group of answer choices

2

Cannot be determined

1

0

The population of students that took the last statistics quiz had a mean score of 17 and a standard deviation of 2. Assume a normal distribution. What is the Z score of 17?

Group of answer choices

2

Cannot be determined

1

0

Answer 1

Dear student, you did not mention any question number. So I am using # symbol.

Last 2 questions are repeated. I marked it (2).

All questions are answered below.

All questions are in order.