Inverse Hypergeometric Probability A community college has 120 faculty members 40% of them have earned doctorates. A committee of 10 faculty members are selected at random to form a committee. We want to find the smallest interval [L, R] such that at lea time the number of Ph.D.s on the committee (X)will be in the interval. Specifically, we want the highest value of L so that P(X ≤ 5% and the lowest value of R so that P(X>R) ≤ 5%. Round values to 4 decimal places. L=2 R => What is the probability that X will be in this closed interval [L,R]? (Round to two decimal places.) * % Submit Answer
Inverse Hypergeometric Probability A community college has 120 faculty members 40% of them have earned doctorates. A committee of 10 faculty members are selected at random to form a committee. We want to find the smallest interval [L, R] such that at lea time the number of Ph.D.s on the committee (X)will be in the interval. Specifically, we want the highest value of L so that P(X ≤ 5% and the lowest value of R so that P(X>R) ≤ 5%. Round values to 4 decimal places. L=2 R => What is the probability that X will be in this closed interval [L,R]? (Round to two decimal places.) * % Submit Answer
Chapter5: Exponential And Logarithmic Functions
Section5.5: Exponential And Logarithmic Models
Problem 4ECP
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![Inverse Hypergeometric Probability
A community college has 120 faculty members 40% of them have earned doctorates. A committee of 10 faculty members are selected at random to form a committee. We want to find the smallest interval [L, R] such that at lea
time the number of Ph.D.s on the committee (X)will be in the interval. Specifically, we want the highest value of L so that P(X ≤ 5% and the lowest value of R so that P(X>R) ≤ 5%.
Round values to 4 decimal places.
L=2
R =>
What is the probability that X will be in this closed interval [L,R]? (Round to two decimal places.)
* %
Submit Answer](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fa481652d-6231-414d-b838-fe00e1e9b5aa%2F1f109751-4ff2-418b-ab38-e8b766fb43cc%2Fxwvpkdw_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Inverse Hypergeometric Probability
A community college has 120 faculty members 40% of them have earned doctorates. A committee of 10 faculty members are selected at random to form a committee. We want to find the smallest interval [L, R] such that at lea
time the number of Ph.D.s on the committee (X)will be in the interval. Specifically, we want the highest value of L so that P(X ≤ 5% and the lowest value of R so that P(X>R) ≤ 5%.
Round values to 4 decimal places.
L=2
R =>
What is the probability that X will be in this closed interval [L,R]? (Round to two decimal places.)
* %
Submit Answer
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