For items 9 to 13, refer to the given situation: Hauz of Gaz claims that more than two-thirds of the houses in a certain subdivision use their brand. Is there a reason to doubt this claim if 25 out of...


For items 9 to 13, refer to the given situation: Hauz of Gaz claims that more than two-thirds of<br>the houses in a certain subdivision use their brand. Is there a reason to doubt this claim if 25<br>out of a random sample of 40 houses in the subdivision use the company's brand? Test the<br>claim at 0.01 level of significance.<br>9. What are the null and alternate hypotheses?<br>A. Haip= 0.67; Ho:p # 0.67<br>B. Haip # 0.67; Ho:p = 0.67<br>C. Haip< 0.67; Ho:p # 0.67<br>D. Haip < 0.67; Ho:p = 0.67<br>%3D<br>10. What type of test is appropriate for this situation?<br>C. x-test<br>A. z-test<br>B.t-test<br>D. F-test<br>11. Which of the following are the critical values at a =<br>A. -2.33<br>=0.05?<br>%3D<br>B. 2.33<br>C. +2.33<br>D. +2.262<br>12. What is the value of the test statistic?<br>A. 0.6053<br>B. 0.6503<br>C. -0.6053<br>D. -0.6503<br>13. Based on the result on the comparison between critical and computed value, what can be<br>concluded?<br>A. There is enough evidence to reject the claim that more than two-thirds of the houses<br>in the subdivision use Hauz of Gaz brand.<br>B. There is not enough evidence to reject the claim that more than two-thirds of the<br>houses in the subdivision use Hauz of Gaz brand.<br>C. Accept the null hypothesis.<br>D. The given information is not enough to make any conclusion.<br>

Extracted text: For items 9 to 13, refer to the given situation: Hauz of Gaz claims that more than two-thirds of the houses in a certain subdivision use their brand. Is there a reason to doubt this claim if 25 out of a random sample of 40 houses in the subdivision use the company's brand? Test the claim at 0.01 level of significance. 9. What are the null and alternate hypotheses? A. Haip= 0.67; Ho:p # 0.67 B. Haip # 0.67; Ho:p = 0.67 C. Haip< 0.67;="" ho:p="" #="" 0.67="" d.="" haip="">< 0.67;="" ho:p="0.67" %3d="" 10.="" what="" type="" of="" test="" is="" appropriate="" for="" this="" situation?="" c.="" x-test="" a.="" z-test="" b.t-test="" d.="" f-test="" 11.="" which="" of="" the="" following="" are="" the="" critical="" values="" at="" a="A." -2.33="0.05?" %3d="" b.="" 2.33="" c.="" +2.33="" d.="" +2.262="" 12.="" what="" is="" the="" value="" of="" the="" test="" statistic?="" a.="" 0.6053="" b.="" 0.6503="" c.="" -0.6053="" d.="" -0.6503="" 13.="" based="" on="" the="" result="" on="" the="" comparison="" between="" critical="" and="" computed="" value,="" what="" can="" be="" concluded?="" a.="" there="" is="" enough="" evidence="" to="" reject="" the="" claim="" that="" more="" than="" two-thirds="" of="" the="" houses="" in="" the="" subdivision="" use="" hauz="" of="" gaz="" brand.="" b.="" there="" is="" not="" enough="" evidence="" to="" reject="" the="" claim="" that="" more="" than="" two-thirds="" of="" the="" houses="" in="" the="" subdivision="" use="" hauz="" of="" gaz="" brand.="" c.="" accept="" the="" null="" hypothesis.="" d.="" the="" given="" information="" is="" not="" enough="" to="" make="" any="">

Jun 01, 2022
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