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# In & = snale of 27 MLS soccer games; the home team won 15 times: for home team winning proportion of 4 0.562 Uslng these datz bootstrap sampling distribution wa...

## Question

###### In & = snale of 27 MLS soccer games; the home team won 15 times: for home team winning proportion of 4 0.562 Uslng these datz bootstrap sampling distribution was construcled in StatKey with - standard eror of 0.094.What Is the 95% confidence interval for the proportion of all MLS games won by the home team? Use the standard ertor method:[0.462.0 6501[0.415,0.697](0.368.0,744]I0.274,0 8381I0.180,0.932|6+0462.0. 650101*1,018_ 7081Questicn 6StatKey Is used t0 construct bootstrap sampling distri

In & = snale of 27 MLS soccer games; the home team won 15 times: for home team winning proportion of 4 0.562 Uslng these datz bootstrap sampling distribution was construcled in StatKey with - standard eror of 0.094. What Is the 95% confidence interval for the proportion of all MLS games won by the home team? Use the standard ertor method: [0.462.0 6501 [0.415,0.697] (0.368.0,744] I0.274,0 8381 I0.180,0.932| 6+0462.0. 6501 01*1,018_ 7081 Questicn 6 StatKey Is used t0 construct bootstrap sampling distribution t0 estimate populition correlation That distribution is approximately normal with mcan of 0.420 Jrd standard deviation 0f 0.096, Using the standard error method construct & 95% confidence interval t0 estimate lhe correlation in the corresponding population: I0.324,0 516] I0.228,0.6121 [0.132.0.708] [0.036.0.8041" 010.324.05161

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