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3. There are 5 patients each receiving treatment for disease X and there is a 24% chance of success with this treatment. Show the probability of each outcome (from 0 having success to all 5) in a bar graph (this graph should be labeled and easy to understand).

3. There are 5 patients each receiving treatment for disease X and there is a 24% chance of success with this treatment. Show the probability of each outcome (from 0 having success to all 5) in a bar graph (this graph should be labeled and easy to understand).

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter10: Statistics
Section10.6: Summarizing Categorical Data
Problem 10CYU
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Answer question 3 and 4
3. There are 5 patients each receiving treatment for disease X and there is a 24% chance of success with this treatment. Show the probability of each outcome (from 0 having success to all 5) in a bar graph (this graph should be labeled and easy to understand). 4. A research program is concerned about the potential exposure to hazardous lead levels at a community playground and the potential for cognitive impairment among children in the surrounding area. Suppose the prevalence of cognitive impairment-related disorders in children in the community at large is only 7%. The researchers collect samples from 9 children and find that 3 children have reported cognitive-impairment related symptoms. What is the expected number of children that should report cognitive impairment а. related symptoms based on the information provided? b. What is the probability associated with the findings presented by the surveyors?
Transcribed Image Text:3. There are 5 patients each receiving treatment for disease X and there is a 24% chance of success with this treatment. Show the probability of each outcome (from 0 having success to all 5) in a bar graph (this graph should be labeled and easy to understand). 4. A research program is concerned about the potential exposure to hazardous lead levels at a community playground and the potential for cognitive impairment among children in the surrounding area. Suppose the prevalence of cognitive impairment-related disorders in children in the community at large is only 7%. The researchers collect samples from 9 children and find that 3 children have reported cognitive-impairment related symptoms. What is the expected number of children that should report cognitive impairment а. related symptoms based on the information provided? b. What is the probability associated with the findings presented by the surveyors?
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