It is claimed that elderly people who live in highly polluted areas are more likely to require medical care. Data was collected on 594 elderly and their medical care cost, and a correlation coefficient of 0.82 was found. What does this mean?
Group of answer choices
There is a strong association between the region where elderly population live and their medical cost
There is a moderate association between the region where elderly population live and their medical cost
There is a strong association between the level of pollution in the regions where elderly population live and their medical cost There is a moderate association between the level of pollution in the regions where elderly population live and their medical cost
It is claimed that elderly people who live in highly polluted areas (micrograms per cubic meter) are more likely to require medical care ($). Data was collected on 594 elderly and their medical care cost, and a regression equation of Y = 5200 + 240X was calculated. Select the correct interpretation.
Group of answer choices
For every new region, pollution goes up by 240 micrograms
In a region with no pollution, there is $240 medical care cost
when pollution is 240 micrograms, medical cost is $5,200.
In a region with no pollution, there is $5,200 medical care cost
Solution(a)
Given in the question
It is claimed that elderly people who live in highly polluted areas
are more likely to require medical care
Correlation coefficient r = 0.82
As the correlation coefficient value is more than 0.70, so both are
variables are strongly and positively correlated with each other.
So its correct answer is C. i.e. there is a strong association
between the level of pollution in the region and their medical
cost.
Solution(b)
Given that Y = 5200 + 240X
Here Y-intercept = 5200
Slope of regression line = 240
Y is Medical care cost and X is Pollution level
If there is no pollution that means X =0, so Y = 5200
So its correct answer is D. i.e. In a region with no pollution,
there is $5200 medical care cost.
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