Question 1 (1 point)
A marketing company would like to investigate how environmentally conscious young Canadians are. They are planning on taking a random sample from all Canadians of age between 18 and 34 and estimating the proportion of those who declare that they are environmentally conscious.
Suppose that the company obtained the sample summarized below.
Total number of respondents (observations) |
762 |
Number of respondents who declare themselves as environmentally conscious. |
534 |
They can say:
With probability .95, the true proportion of environmentally conscious people among young Canadians is .701
Question 1 options:
True | |
False |
Question 2 (1 point)
A marketing company would like to investigate how environmentally conscious young Canadians are. They are planning on taking a random sample from all Canadians of age between 18 and 34 and estimating the proportion of those who declare that they are environmentally conscious.
Suppose that the company obtained the sample summarized below.
Total number of respondents (observations) |
762 |
Number of respondents who declare themselves as environmentally conscious. |
534 |
They construct a 95% confidence interval = sample proportion +/- 1.96*std error = 0.701+/- 1.96*sqrt(0.701(1-0.701)/762) = [0.668, 0.733]
They can say: The probability that the interval [0.668,0.733], includes the true proportion of environmentally conscious people among young Canadians is .95
Question 2 options:
True | |
False |
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