- Dec 9, 2001
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wow, i don't know what I'm doing wrong, this sucks.
the proportion of adults living in a small town who are college graduates is estimated to be p = 0.6. to tes this hypothesis, a random sample of 200 adults is selected. the acceptance region is defined to be 110<x<130 where x is the number of college raudates in our sample. use the normal approximation.
evalute alpha (probability of a type I error).
well ok, i figured out the x bar (mean) to be =np which is (200*0.6) = 120 and my sigma to be (200*0.6*0.4)^(1/2) = 6.92 something. did a normal cumulative distribution from a really small number to 110, with the mean = 120 and st.dev = 6.92. i didn't get what the book got, must've done something wrong. any ideas?
the proportion of adults living in a small town who are college graduates is estimated to be p = 0.6. to tes this hypothesis, a random sample of 200 adults is selected. the acceptance region is defined to be 110<x<130 where x is the number of college raudates in our sample. use the normal approximation.
evalute alpha (probability of a type I error).
well ok, i figured out the x bar (mean) to be =np which is (200*0.6) = 120 and my sigma to be (200*0.6*0.4)^(1/2) = 6.92 something. did a normal cumulative distribution from a really small number to 110, with the mean = 120 and st.dev = 6.92. i didn't get what the book got, must've done something wrong. any ideas?
