Verify that the requirements for constructing a confidence interval about the population proportion of F0 tornadoes in 2017 using the sample from part (2) are satisfied Construct and interpret a 90 confidence interval for the population proportion of F0 tornadoes in 2017, using the sample from part (2) What proportion of 90 confidence intervals would you expect to include the population proportion found in part (1) What would cause a confidence interval to result in an interval that does not include the population proportion refer to this to solve (link on the notes) https www statcrunch com app index php dataid 3518078 token OTI3Z8 2F0N6hSC1KVw9hTXmyjHLnuZvqCMyuxkgn1QRYPhIQfDVLUFClF3Y41ShOi4C 2BMKL5 2FHgpBTXKukjWOPGD4pN 2FCkiobeyKouIjPB7Icn1LSfAJYHGwFicbvKV5Q6Frs0S 2FMuIxeDesOjKr 2B0eJhj63j8xQNXOT7 2FeXHKb5miLRU10H15JQzqm9blS7na009YCbXPwBr 2B0YgLR1ElA 3D 3D

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Question: Verify that the requirements for constructing a confidence interval about the population proportion of F0 tornadoes in 2017 using the sample from part (2) are

Verify that the requirements for constructing a confidence interval about the population proportion of F0 tornadoes in 2017 using the sample from part (2) are satisfied.
Construct and interpret a 90% confidence interval for the population proportion of F0 tornadoes in 2017, using the sample from part (2).
What proportion of 90% confidence intervals would you expect to include the population proportion found in part (1)?
What would cause a confidence interval to result in an interval that does not include the population proportion?

refer to this to solve: (link on the notes)

https://www.statcrunch.com/app/index.php?dataid=3518078&token=OTI3Z8%2F0N6hSC1KVw9hTXmyjHLnuZvqCMyuxkgn1QRYPhIQfDVLUFClF3Y41ShOi4C%2BMKL5%2FHgpBTXKukjWOPGD4pN%2FCkiobeyKouIjPB7Icn1LSfAJYHGwFicbvKV5Q6Frs0S%2FMuIxeDesOjKr%2B0eJhj63j8xQNXOT7%2FeXHKb5miLRU10H15JQzqm9blS7na009YCbXPwBr%2B0YgLR1ElA%3D%3D

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