I'm not too sure about this, but I think B is the correct answer. The interval is telling us about the probability of the real value being outside it, not inside.
I'm going with C. The interval is about the estimated value, not the real value, so the probability should be for the estimated value, not the real one.
Option A seems the most intuitive to me. I mean, if it's a 95% confidence interval, then the real value should be within that range 95% of the time, right?
Alease
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