A10 Assume we have observed x₁, ..., n E R which can be modelled as independent random variables X₁,..... ,..., Xn Pe, distributed according to a distribution with parameter 0. Let [U,V] be a confidence interval with confidence level 1-a for 0. Which of the following statements is always true? A: P(0 € [U,V]) ≤1 − a - D: P(0 ≤ [U,V]) = a Circle the correct letter: B: 0 € [U,V] A B C: P(0 € [U, V]) ≥ 1 - a = 1- a E: P (0 € [U,V]) C D E

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A10 Assume we have observed x₁, . . . , xn € R which can be modelled as independent random
variables X₁,....
,..., Xn Pe, distributed according to a distribution with parameter 0. Let
[U,V] be a confidence interval with confidence level 1-a for 0. Which of the following
statements is always true?
A: P(0 € [U,V]) ≤ 1 - a
D: P(0 € [U,V]) = a
Circle the correct letter:
B: 0 € [U,V]
A
B
C: P(0 € [U, V]) ≥ 1 - a
= 1-a
E: P (0 € [U,V])
C D E
Transcribed Image Text:A10 Assume we have observed x₁, . . . , xn € R which can be modelled as independent random variables X₁,.... ,..., Xn Pe, distributed according to a distribution with parameter 0. Let [U,V] be a confidence interval with confidence level 1-a for 0. Which of the following statements is always true? A: P(0 € [U,V]) ≤ 1 - a D: P(0 € [U,V]) = a Circle the correct letter: B: 0 € [U,V] A B C: P(0 € [U, V]) ≥ 1 - a = 1-a E: P (0 € [U,V]) C D E
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