2. The accompanying table shows the technology output for a two-sample t-test for the number of...
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2. The accompanying table shows the technology output for a two-sample t-test for the number of TVs owned in households of random samples of students at two different community colleges. Each individual was randomly chosen independently of the others; the students were not chosen as pairs or in groups. One of the schools is in a wealthy community (MC), and the other (OC) is in a less wealthy community. Test the hypothesis that the population means are not the same using a significance level of 0.05. 1 Click the icon to view the technology output. Determine the hypotheses for this test. Let Hoc be the population mean number of televisions owned by families of students in the less wealthy community (OC), and let mc be the population mean number of televisions owned by families of students in the wealthy community (MC). Choose the correct answer below. A. Ho Hoc mc HA: Hoc mc OD. Ho Hoc mc HA: Hoc >mc Find the test statistic for this test using the given output. t= (Type an integer or a decimal. Do not round.) Find the p-value for this test using the given output. p-value= B. Ho Hoc Hmc HA: Hoc =mc E. Ho Hoc Hmc HA: Hoc =mc (Type an integer or a decimal. Do not round.) What is the conclusion for this test? C. Ho Hoc Hmc HA: Hoc mc OF. Ho Hoc 2. The accompanying table shows the technology output for a two-sample t-test for the number of TVs owned in households of random samples of students at two different community colleges. Each individual was randomly chosen independently of the others; the students were not chosen as pairs or in groups. One of the schools is in a wealthy community (MC), and the other (OC) is in a less wealthy community. Test the hypothesis that the population means are not the same using a significance level of 0.05. 1 Click the icon to view the technology output. Determine the hypotheses for this test. Let Hoc be the population mean number of televisions owned by families of students in the less wealthy community (OC), and let mc be the population mean number of televisions owned by families of students in the wealthy community (MC). Choose the correct answer below. A. Ho Hoc mc HA: Hoc mc OD. Ho Hoc mc HA: Hoc >mc Find the test statistic for this test using the given output. t= (Type an integer or a decimal. Do not round.) Find the p-value for this test using the given output. p-value= B. Ho Hoc Hmc HA: Hoc =mc E. Ho Hoc Hmc HA: Hoc =mc (Type an integer or a decimal. Do not round.) What is the conclusion for this test? C. Ho Hoc Hmc HA: Hoc mc OF. Ho Hoc
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