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t.kirschner99
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Homework Statement
A random sample of X1, X2, · · · , Xn is taken from a population of values that is modeled by the following probability density function:
f(xi; β) = e-(xi-β), xi≥β
Suppose we test the hypothesis:
Ho: β = 1 , HA: β > 1
a) Suppose you are to test the above hypothesis based on a random sample of n = 10 data points and regulating the probability of committing Type I Error to be 0.05. State the values of Xmin in that would indicate that β > 1.
Homework Equations
f(Xmin;β) = ne-n(Xmin - β), Xmin ≥ β
The Attempt at a Solution
Getting stuck at the end due to the negative natural log situation that develops... was wondering if anyone would be able to point out the mistake I have made. The scribble at the end there ended up giving me a negative "c" value, which does not make sense as it is less than β.
Thanks!
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