A particular city has an asian population of 1419 people, out of a total population of 23,609. conduct a goodness of fit test at the 5% level to determine if the self-reported sub-groups of asians are evenly distributed. round expected frequency to two decimal places. race frequency expected frequency asian indian 135 202.71 chinese 123 202.71 filipino 1038 202.71 japanese 76 202.71 korean 14 202.71 vietnamese 10 202.71 other 23 202.71 part (a) state the null hypothesis. the self-reported sub-groups of asians are evenly distributed. the self-reported sub-groups of asians are not evenly distributed.

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London Bennett

22 April, 14:05

A particular city has an asian population of 1419 people, out of a total population of 23,609. conduct a goodness of fit test at the 5% level to determine if the self-reported sub-groups of asians are evenly distributed. round expected frequency to two decimal places. race frequency expected frequency asian indian 135 202.71 chinese 123 202.71 filipino 1038 202.71 japanese 76 202.71 korean 14 202.71 vietnamese 10 202.71 other 23 202.71 part (a) state the null hypothesis. the self-reported sub-groups of asians are evenly distributed. the self-reported sub-groups of asians are not evenly distributed.

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Rylie Mcclure · Answer 1

Given that a particular city has an asian population of 1419 people, out of a total population of 23,609.

To conduct a goodness of fit test at the 5% level to determine if the self-reported sub-groups of asians are evenly distributed.

Since, the parameter of interest is 'if the self-reported sub-groups of asians are evenly distributed', thus the null hypothesis is "the self-reported sub-groups of asians are evenly distributed".