It is known that the random variable π has a probability density function
π(π¦; π) = {
ππ¦
πβ1
, 0 < π¦ < 1
0, πππ ππ€βπππ
It is desired to test the null hypothesis π»0: π = 2 against the alternative π»1: π = 1.
A random sample π1 of size π = 1 is to be used.
i) Calculate the level of significance or type I error which rejects π»0 if π1 β€
1
2
. (4)
It is known that the random variable 𝑌 has a probability density function 𝑓(𝑦; 𝜃) = {
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