iid Let x1, X2, . , Xn N(4, o2). Find the necessary sample size n and the value y so that Xn


iid<br>Let x1, X2, . , Xn<br>N(4, o2). Find the necessary sample size n and the value y so that Xn < y is the rejection region for<br>testing Ho : u 2 20 versus H1 : µ < 20, with the probability of type I error being 4.8% and the power at u = 19.77 being 0.95. (You<br>may use o = 0.3)<br>The following`answers

Extracted text: iid Let x1, X2, . , Xn N(4, o2). Find the necessary sample size n and the value y so that Xn < y="" is="" the="" rejection="" region="" for="" testing="" ho="" :="" u="" 2="" 20="" versus="" h1="" :="" µ="">< 20,="" with="" the="" probability="" of="" type="" i="" error="" being="" 4.8%="" and="" the="" power="" at="" u="19.77" being="" 0.95.="" (you="" may="" use="" o="0.3)" the="" following`answers"="" have="" been="" proposed.="" (a)="" n="18.66" z="" 19,="" and="" y="19.8842." (b)="" n="31.62" -="" 32,="" and="" y="19.8842." (c)="" n="18.66" z="" 19,="" and="" y="17.1831." (d)="" n="31.62" =="" 32,="" and="" y="17.1831." (e)="" none="" of="" the="" above.="" the="" correct="" answer="" is="" (а)="" (b)="" (c)="" (d)="" (e)="" n/a="" (select="">

Jun 11, 2022
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