Yes. That is how a 95% confidence in has more confidence a 90℅ .confidence ibtetcal. Imagine you are shooting a tatget. Which target are you are more likely to hit; one That has a diameter of 1.65 between it one That has a diameter of 1.95 meters?
Recall that that confidence is the probability that in repeated random samples from the rehabilitation that the computer confidence interval will bracket the true but unknown population parameter. This called the initial precision of a confidence interval. After we draw a sample and computer the confidence interval the verbal is sort correct rincorre. We won't if it is correct or not. If we knew it is correct than we would know the value of the population parameter and it would be silly to draw a random sample to estimate
