answer part 3 90. The population variance, o, isunknown. The sample size is n =6. Assume the significance level is 0.01.Part 1:1) Should you use z or t to find the critical value?OztPart 2 of...


answer part 3


Suppose you perform the hypothesis test Ho: µ = 90 versus H1: µ > 90. The population variance, o, is<br>unknown. The sample size is n =<br>6. Assume the significance level is 0.01.<br>Part 1:<br>1) Should you use z or t to find the critical value?<br>Oz<br>t<br>Part 2 of 4<br>Part 2:<br>2) Choose the correct critical region.<br>Reject H, if t > ta<br>Reject Ho if t < – ta<br>Reject Ho if t > ta<br>Reject Ho if t < - to<br>O Reject Ho if t > tg<br>Reject Ho if t < - ta or t > ta<br>Reject Ho if t > ta<br>Reject Ho if t< - ta or t > ta<br>Reject Ho if t < - ta<br>Reject Ho if t < - ta or t > ta<br>2<br>O Reject Ho if t < - ta<br>Reject Ho if t < - ta or t > t:<br>Part 3 of 4<br>Part 3:<br>3) Identify the critical value. If there are multiple critical values, separate them using commas. If using z,<br>round to 2 decimals; if using t, round to 3 decimals.<br>

Extracted text: Suppose you perform the hypothesis test Ho: µ = 90 versus H1: µ > 90. The population variance, o, is unknown. The sample size is n = 6. Assume the significance level is 0.01. Part 1: 1) Should you use z or t to find the critical value? Oz t Part 2 of 4 Part 2: 2) Choose the correct critical region. Reject H, if t > ta Reject Ho if t < –="" ta="" reject="" ho="" if="" t=""> ta Reject Ho if t < -="" to="" o="" reject="" ho="" if="" t=""> tg Reject Ho if t < -="" ta="" or="" t=""> ta Reject Ho if t > ta Reject Ho if t< -="" ta="" or="" t=""> ta Reject Ho if t < -="" ta="" reject="" ho="" if="" t="">< -="" ta="" or="" t=""> ta 2 O Reject Ho if t < -="" ta="" reject="" ho="" if="" t="">< -="" ta="" or="" t=""> t: Part 3 of 4 Part 3: 3) Identify the critical value. If there are multiple critical values, separate them using commas. If using z, round to 2 decimals; if using t, round to 3 decimals.

Jun 09, 2022
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