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Confidence Intervals Accelerated Math 3.

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Presentation on theme: "Confidence Intervals Accelerated Math 3."— Presentation transcript:

1 Confidence Intervals Accelerated Math 3

2 Confidence Interval Two Parts - An interval calculated from the data, usually of the form: estimate + margin of error Gives the probability that the interval will capture the true parameter value in repeated samples.

3 What does that mean? The purpose of a confidence interval is to say with some degree of certainty that the MEAN for a particular population lies within the range of numbers given. i.e.: I am 95% confident that the mean age of the students at Georgia Tech is between years old Higher the confidence, the less accurate! 

4 What does that mean? Confidence intervals are used when we can only collect a sample of data from a large population. If we had the data from the entire population we could say EXACTLY what the mean value is with 100% confidence. If we go to the registrar’s office and find the age of every student at GT and then take the average; we will have the EXACT MEAN. If we take the age of every person eating in the cafeteria and find the average we will have collected only the mean of a SAMPLE.

5 How do you find the confidence interval?

6 Our only example: #1 from WS!

7 I’m assuming you would like to learn how to do this all in your calculator…again! 


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