Instructions: Construct the probability distribution based on the given scenario, then answer the questions. The probabilities that a patient will have 0,1 ,2 , or 3 medical tests performed on entering a hospital are . 5 15, and respectively. Construct a probability distribution. Medical Tests a P(æ) (Fractions only) 6/15 5/15 2 3/15 3 1/15 What is the probability of 1 medical test being performed? Simplify all fractions. P(x = 1 1/3 What is the probability of less than 2 medical tests being performed? P(x < 2 1/5 What is the probability of between 0 and 1 tests being performed, inclusive? P( 0 x )= 2/15 What is the mean and standard deviation? Use decimals and round to the nearest thousandth. O = 1 >
Instructions: Construct the probability distribution based on the given scenario, then answer the questions. The probabilities that a patient will have 0,1 ,2 , or 3 medical tests performed on entering a hospital are . 5 15, and respectively. Construct a probability distribution. Medical Tests a P(æ) (Fractions only) 6/15 5/15 2 3/15 3 1/15 What is the probability of 1 medical test being performed? Simplify all fractions. P(x = 1 1/3 What is the probability of less than 2 medical tests being performed? P(x < 2 1/5 What is the probability of between 0 and 1 tests being performed, inclusive? P( 0 x )= 2/15 What is the mean and standard deviation? Use decimals and round to the nearest thousandth. O = 1 >
A First Course in Probability (10th Edition)
10th Edition
ISBN:9780134753119
Author:Sheldon Ross
Publisher:Sheldon Ross
Chapter1: Combinatorial Analysis
Section: Chapter Questions
Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...
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![Instructions: Construct the probability distribution based on the given scenario, then answer the questions.
The probabilities that a patient will have 0,1 ,2,or 3 medical tests performed on entering a hospital are
, and respectively. Construct a probability distribution.
Medical Tests a P(x) (Fractions only)
6/15
1
5/15
2
3/15
3
1/15
What is the probability of 1 medical test being performed? Simplify all fractions.
P(x = 1
1/3
What is the probability of less than 2 medical tests being performed?
P(x < 2
v )= 1/5
What is the probability of between 0 and 1 tests being performed, inclusive?
P( 0
v <a < 0
x )= 2/15
What is the mean and standard deviation? Use decimals and round to the nearest thousandth.
1
O =
1](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fde67faf4-9c92-4b35-8e34-0aba5f54c024%2Fe712939b-ce06-44c1-bad9-8cad56fff5d9%2F5kl37ck_processed.png&w=3840&q=75)
Transcribed Image Text:Instructions: Construct the probability distribution based on the given scenario, then answer the questions.
The probabilities that a patient will have 0,1 ,2,or 3 medical tests performed on entering a hospital are
, and respectively. Construct a probability distribution.
Medical Tests a P(x) (Fractions only)
6/15
1
5/15
2
3/15
3
1/15
What is the probability of 1 medical test being performed? Simplify all fractions.
P(x = 1
1/3
What is the probability of less than 2 medical tests being performed?
P(x < 2
v )= 1/5
What is the probability of between 0 and 1 tests being performed, inclusive?
P( 0
v <a < 0
x )= 2/15
What is the mean and standard deviation? Use decimals and round to the nearest thousandth.
1
O =
1
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