As part of the study on ongoing fright symptoms due to exposure to horror movies
ID: 3312530 • Letter: A
Question
As part of the study on ongoing fright symptoms due to exposure to horror movies at a young age, the following table was presented to describe the lasting impact these movies have had during bedtime and waking life:
(a) What percent of the students have lasting waking-life symptoms? (Round your answer to two decimal places.)
%
(b) What percent of the students have both waking-life and bedtime symptoms? (Round your answer to two decimal places.)
%
(c) Test whether there is an association between waking-life and bedtime symptoms. State the null and alternative hypotheses. (Use = 0.01.)
Null Hypothesis:
H0: Bedtime symptoms cause waking symptoms. H0: There is no relationship between waking and bedtime symptoms. H0: Waking symptoms cause bedtime symptoms. H0: There is a relationship between waking and bedtime symptoms.
Alternative Hypothesis:
Ha: Waking symptoms cause bedtime symptoms. Ha: Bedtime symptoms cause waking symptoms. Ha: There is a relationship between waking and bedtime symptoms. Ha: There is no relationship between waking and bedtime symptoms.
State the 2 statistic and the P-value. (Round your answers for 2 and the P-value to three decimal places.)
Conclusion:
We do not have enough evidence to conclude that there is a relationship. We have enough evidence to conclude that there is a relationship.
Wakingsymptoms Bedtime symptoms Yes No Yes 35 34 No 32 18
Explanation / Answer
(a) What percent of the students have lasting waking-life symptoms? (Round your answer to two decimal places.)
%
67/119 = 0.56
(b) What percent of the students have both waking-life and bedtime symptoms? (Round your answer to two decimal places.)
%
0.29
(c) Test whether there is an association between waking-life and bedtime symptoms. State the null and alternative hypotheses. (Use = 0.01.)
Null Hypothesis:
H0: There is no relationship between waking and bedtime symptoms.
Alternative Hypothesis:
Ha: There is a relationship between waking and bedtime symptoms.
State the 2 statistic and the P-value. (Round your answers for 2 and the P-value to three decimal places.)
The chi-square statistic is 2.0767. The p-value is .14956. The result is not significant at p < .01.
Conclusion:
We have enough evidence to conclude that there is a relationship.
2 = 2.0767 df =1 P =0.14956Related Questions
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