Suppose you perform the hypothesis test Ho: µ = 50 versus H1:µ ta Reject Ho if t ta O Reject Ho if t to O Reject Ho if t ta O Reject Ho ift > ta Reject Ho if t ta Reject Ho if t ta O Reject Ho if t tg


Suppose you perform the hypothesis test Ho: µ = 50 versus H1:µ < 50. The population variance, o², is<br>unknown. The sample size isn = 18. Assume the significance level is 0.1.<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>O Reject Ho ift > ta<br>Reject Ho if t < -ta<br>Reject Ho if t > ta<br>O Reject Ho if t < - ta<br>Reject Ho if t > to<br>O Reject Ho if t < – ta or t > ta<br>O Reject Ho ift > ta<br>Reject Ho if t <<br>ta or t > ta<br>Reject Ho if t < - ta<br>O Reject Ho if t < – ta or t > ta<br>O Reject Ho if t < - ta<br>Reject Ho if t < - tg or t > tg<br>

Extracted text: Suppose you perform the hypothesis test Ho: µ = 50 versus H1:µ < 50.="" the="" population="" variance,="" o²,="" is="" unknown.="" the="" sample="" size="" isn="18." assume="" the="" significance="" level="" is="" 0.1.="" 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.="" o="" reject="" ho="" ift=""> ta Reject Ho if t < -ta="" reject="" ho="" if="" t=""> ta O Reject Ho if t < -="" ta="" reject="" ho="" if="" t=""> to O Reject Ho if t < –="" ta="" or="" t=""> ta O Reject Ho ift > ta Reject Ho if t < ta="" or="" t=""> ta Reject Ho if t < -="" ta="" o="" reject="" ho="" if="" t="">< –="" ta="" or="" t=""> ta O Reject Ho if t < -="" ta="" reject="" ho="" if="" t="">< -="" tg="" or="" t=""> tg

Jun 09, 2022
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