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Midterm Exam Statistics

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Midterm Exam Statistics
3.2
- Population standard Deviation
- Population Variance
- Sample standard deviation
- Sample Variance
- Coefficient of variation
- Empirical Rule
- 1) Approximately 68% of the data values lie within One Standard Deviation of the mean. 2) Approximately 95% of the data values lie within Two Standard Deviations of the mean. 3) Approximately 99.7% of the data values lie within three standard deviations of the mean.
- 68%- within 1 Standard Deviation
- 95% Within 2 Standard Deviations
- 99.7% WIthin 3 Standard Deviations
- Population standard Deviation
3.3
- Five-Number Summary
- Standard Score for a Population
- Standard Score for a Sample
4.1
- Sample Space
- the set of all possible outcomes for a given probability experiment
- Event
- a subset of outcomes from the sample space
- Experiment Probability
- (Empirical Probability) Uses the outcomes obtained by repeatedly performing an experiment to calculate the probability.
- Classical Probabiility
- (Theoretical Probability) is the most precise type of probability and can only be calculated when all possible outcomes in the sample space are known and equally likely to occur.
- Subjunctive Probabiltiy
- Educated guess regarding the chance that an event will occur.
- Sample Space
4.2
4.3
4.4
5.1
5.2
5.3
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- Mind Map on Midterm Exam Statistics, created by josh.shepherd.22 on 25/02/2015.
- Created by
- josh.shepherd.22 · Feb 2015
- Updated
- Feb 19, 2016
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