a random sample of residents are chosen from each of the 4 Atlantic provinces each resident is asaked which of the 4 atlantic province they live in and if they plan to travel outside of their home province this summer
a- goodness of fit test
b- test of independence
c- test of homogenity.
A random sample of residents are chosen from each of the 4 Atlantic provinces each resident is asked which of the 4 atlantic province they live in and if they plan to travel outside of their home province this summer
Here we can categorize the provinces as sub groups of Atlantic city. We want to know about the plans of summer whether the residents want to travel or stay home. So based on the sub groups we look at the proportion of traveling. This is to see if the subgroups have same distribution regarding the summer plans. For this we would use test of homogenity.
a- goodness of fit test
goodness of fit test is to compare the observed values of a group to an expected distribtion. We test whether the observed and expected are same. Here we have not been given an such distribution.
b- test of independence
Test of independence is similar to homogenity but here there are two separate categories compared for eg: to test if gender has any relation with different professions
c- test of homogenity.
a random sample of residents are chosen from each of the 4 Atlantic provinces each resident...
A random sample of Atlantic Canada residents is chosen. Each resident is asked which of the 4 Atlantic provinces they live in and if they plan to travel outside of their home province this summer. Select one: a. Test of homogeneity b. Test of independence C. Goodness-of-fit Test
a random sample of a resident is chosen from each of the Atlantic provinceseach resident is asked if they plan to travel outside of their home province in summer a- goodness of fit test b- test of independence c- test of homogenity
in a sample of 150 residents, each person was asked if he or she favored the concept of having! 9-3 \p a single countrywide police agency. The residence (city or outside the city) and the responses 4 of the residents are summarized in the following table. Oppose (A) 40 Favor (F) Residence City 80 10 20 Outside of City (OC) If one of these residents was to be selected at random, what is the probability that the person will (a)...
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The following tables show figures on the market share of cable modem, DSL, and wireless broadband from a 2002 survey and a 2006 survey which was based on a random sample of 1000 home broadband users. Conduct a goodness-fit-test to test whether the population proportions have changed since 2002, using the critical value method, and level of significance is 0.05. 1. 2002 Survey 2006 Survey Category Cable Modem 67% 410 DSL 2890 500 Wireless/other 90 5%
The following tables show...
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