A coin is flipped 100 times, and 42 heads are observed. Find a 99% confidence interval...

A coin is flipped 100 times, and 42 heads are observed. Find a 99% confidence interval of π (the true population proportion of getting heads) and draw a conclusion based on the collected data. Hint: Choose the best one.

A) (0.274, 0.536) a 99% confidence interval of π and we conclude it is a fair coin.

B) (0.293, 0.547) a 99% confidence interval of π and we conclude it is a fair coin.

C) (0.304, 0.496) a 99% confidence interval of π and we conclude it is a fair coin.

D) (0.324, 0.486) a 99% confidence interval of π and we conclude it is a fair coin.

E) (0.433, 0.509) a 99% confidence interval of π and we conclude it is a fair coin.

F) (0.274, 0.536) a 99% confidence interval of π and we conclude it is not a fair coin.

G) (0.293, 0.547) a 99% confidence interval of π and we conclude it is not a fair coin.

H) (0.304, 0.496) a 99% confidence interval of π and we conclude it is not a fair coin.

I) (0.324, 0.486) a 99% confidence interval of π and we conclude it is not a fair coin.

J) (0.433, 0.509) a 99% confidence interval of π and we conclude it is not a fair coin.

Expert Solution

orchestra answered 1 year ago

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