A study was conducted by Grade 11 STEM students to investigate the health hazards of working long hours in front of a computer or word processor video displays. It found out that it took an average of 2.6 hours before a certain symptom of eye strain developed. If a similarexperiment done by Grade 12 STEM students using a sample of 15 people had a mean of 2.8 hours, with standard deviation of 1.25 hours, would this indicate that the G11 STEM students results are different with the G12 STEM students results? Use 5% level of significance.

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Answer 4-7 thank you especially no.7
A study was conducted by Grade 11 STEM students to investigate the health hazards of working long
hours in front of a computer or word processor video d isplays. It found out that it took an average of 2.6
hours before a certain symptom of eye strain developed. If a similarexperiment done by Grade 12 STEM
students using a sample of 15 people had a mean of 2.8 hours, with standard deviation of 1.25 hours,
would this indicate that the G11 STEM students results are different with the G12 STEM students results?
Use 5% level of significance.
Transcribed Image Text:A study was conducted by Grade 11 STEM students to investigate the health hazards of working long hours in front of a computer or word processor video d isplays. It found out that it took an average of 2.6 hours before a certain symptom of eye strain developed. If a similarexperiment done by Grade 12 STEM students using a sample of 15 people had a mean of 2.8 hours, with standard deviation of 1.25 hours, would this indicate that the G11 STEM students results are different with the G12 STEM students results? Use 5% level of significance.
5. Using the appropriate formula, what is the computed test statistic?
(Input your answer using 3 decimal places, example: 1.234 if positive or
-1.234 if the answer is negative) *
0.619
6. What is the decision based from the critical value and the computed
test statistic? *
Fail to reject Ho
Reject Ho
Accept Ha
O Reect Ha
7. What is the conclusion? *
Therefore, it will take an average of 2.6 hours before a certain symptom of eye strain
developed on people.
Therefore, it will not take an average of 2.6 hours before a certain symptom of eye
strain developed on people.
Therefore, it will take an average of greater than 2.6 hours before a certain symptom
of eye strain developed on people.
Therefore, it will take an average of less than 2.6 hours before a certain symptom of
eye strain developed on people.
Transcribed Image Text:5. Using the appropriate formula, what is the computed test statistic? (Input your answer using 3 decimal places, example: 1.234 if positive or -1.234 if the answer is negative) * 0.619 6. What is the decision based from the critical value and the computed test statistic? * Fail to reject Ho Reject Ho Accept Ha O Reect Ha 7. What is the conclusion? * Therefore, it will take an average of 2.6 hours before a certain symptom of eye strain developed on people. Therefore, it will not take an average of 2.6 hours before a certain symptom of eye strain developed on people. Therefore, it will take an average of greater than 2.6 hours before a certain symptom of eye strain developed on people. Therefore, it will take an average of less than 2.6 hours before a certain symptom of eye strain developed on people.
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