00:01
So we had a researcher select 100 subjects at random from a population, and they looked at the proportion of that sample that preferred coke to pepsi.
00:14
And they created three different confidence intervals.
00:18
They created a 90 % confidence interval.
00:23
They created a 95 % confidence interval.
00:28
And they created a 99 % confidence interval.
00:35
And the intervals ended up being in no order.
00:43
0 .402 up to .598 or 0 .371 up to .371 up to .6292.
00:59
Or 0 .418 up to .58.
01:05
And we don't have to do any calculations to match these up and then answer the multiple choice question.
01:13
So let's think about what a 90 % confidence interval is versus a 95 versus a 99.
01:21
So if we think in terms of the bell -shaped curve, a 90 % confidence interval is talking about 90 % of the curve is in the center.
01:35
A 95 % confidence interval is talking about 95 % of the curve is in between.
01:49
So for 95 % to be in between, it has to be wider than 90 % in between...