Examples of using Confidence interval in English and their translations into Thai
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Colloquial
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Ecclesiastic
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Ecclesiastic
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Computer
Confidence Interval.
We got this confidence interval.
Our confidence interval would be this value plus d and this value minus d.
And we want a 95% confidence interval.
Or a 95% confidence interval for this mean right over here.
I will just restate the confidence interval.
Read why confidence intervals are important.
We're looking for a 95% confidence interval.
So our 95% confidence interval is from 1.38 to 3.3.
So we want to find a 95% confidence interval.
We have a 95% confidence interval of, and we could say, 0.43 minus 0.1 is 0.33.
Now they want a 99% confidence interval.
Why confidence intervals are vital in analyzing mobile network experience.
The brackets represent confidence intervals.
So a 95% confidence interval, if this was a normal distribution you would just look it up in a Z-table.
Numeric values represent confidence intervals.
Because here we have this confidence interval for this weird mean of the difference between the sampling means.
And just like that, we have our confidence interval.
This is giving us a confidence interval for the true population means.
But our goal is to get a 95% confidence interval.
It's actually a 95% confidence interval for this parameter right here.
And that's why we just say it's a confidence interval.
Which tells us that we have a 95% confidence interval that you're definitely going to lose some weight.
And what we're going to do in this video is try to come up with a 95% confidence interval for this parameter.
I did it so I got the confidence interval, which is pretty narrow.
Now, our whole goal is to get a 95% confidence interval for that.
Construct a 95% confidence interval for the true expected blood pressure increase for all patients in a population.
We actually need to come up with a 95% confidence interval for P1 minus P2.
I did it so I got the confidence interval, which is pretty narrow, and I got happy, of course: a 1.8 right answer out of five possible.
But we're going to try to come up with a 95% confidence interval for that difference.