The mean IQ for the U.S. is 100 with a standard deviation of 15. A Troy statistics professor thinks Troy students are smarter than average, so he randomly samples 10 students and records the following IQ data to test his hypothesis. What is the test statistic (TS) for this problem (use .05 level of significance)? IQ: 95 100 105 110 115 100 105 110 105 105 O 2.74 O 1.812 1.833 .05 2.262 O

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What is the test statistic and the critical value
The mean IQ for the U.S. is 100 with a standard deviation of 15. A Troy statistics professor thinks Troy
students are smarter than average, so he randomly samples 10 students and records the following IQ data to
test his hypothesis. What is the test statistic (TS) for this problem (use .05 level of significance)?
IQ: 95 100 105 110 115 100 105 110 105 105
2.74
1.812
O 1.833
.05
2.262
2.228
et
Transcribed Image Text:The mean IQ for the U.S. is 100 with a standard deviation of 15. A Troy statistics professor thinks Troy students are smarter than average, so he randomly samples 10 students and records the following IQ data to test his hypothesis. What is the test statistic (TS) for this problem (use .05 level of significance)? IQ: 95 100 105 110 115 100 105 110 105 105 2.74 1.812 O 1.833 .05 2.262 2.228 et
The mean IQ for the U.S. is 100 with a standard deviation of 15. A Troy statistics professor thinks Troy
students are smarter than average, so he randomly samples 10 students and records the following IQ data to
test his hypothesis. Report your results inn APA format.
IQ: 95 100 105 110 115 100 105 110 105 105
t(9)-2.74, p=.011
t(10)-2.74, p=.05
O t(10)-2.74, p=,011
Ot(9)-1.833, p= .011
HO) 000
or
Transcribed Image Text:The mean IQ for the U.S. is 100 with a standard deviation of 15. A Troy statistics professor thinks Troy students are smarter than average, so he randomly samples 10 students and records the following IQ data to test his hypothesis. Report your results inn APA format. IQ: 95 100 105 110 115 100 105 110 105 105 t(9)-2.74, p=.011 t(10)-2.74, p=.05 O t(10)-2.74, p=,011 Ot(9)-1.833, p= .011 HO) 000 or
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