Midterm 2 Stuff Flashcards
(41 cards)
True Positive
Condition positive and test positive
Type 2 Error
False Negative.
Test negative and Condition positive
-Reporting no effect when there is an effect
Type 1 Error
False Positive.
Test positive and Condition Negative
-Reporting an effect when there is no effect
True Negative
Condition Negative and Test Negative
How do we decrease false positives (Type 1 Error)?
Decrease Alpha level
How do we decrease false negatives (Type 2 Error)?
1) Increase Sample Size
2) Increase difference between means
3) Reduce variance
* *Reducing false negatives increases the power of your study
Sensitivity
What percentage of the time the test correctly identifies the condition
True Positive/Condition Positive
Specificity
Percent of the time that the test correctly excluded the condition
True Negative/Condition Negative
Positive Predictive Value (PPV)
Proportion of positive tests that are true positives
“A positive test is a true positive X% of the time”
True Positive/Test Outcome Positive
Negative Predictive Value (NPV)
Proportion of negative tests that are true negatives
“A negative test is a true negative X% of the time”
True Negative/Test outcome negative
Accuracy
The percentage of cases that the test is correct
(True Negative + True positive)/All Tests
Prevalence
People With Condition/Everyone in sample
Can you predict a single outcome for a random event?
NO
Can you make any valid statements about a series of random events?
Yes
Central tendency Scores
- Ways of measuring the general area around which a set of numbers lie
- Mean
- Median
- Mode
Variability Scores
- Standard Deviation
- Range
- confidence Intervals
Who do you want to generalize to?
The theoretical population
What population can you get access to?
The study population
How can you get access to them?
The sampling frame
Who is in your study?
The sample
Standard Error of the Mean (SEM)
s/sqrt(n)
- smaller than standard deviation
- uncertainty in the estimate of the mean
Standard Deviation
Variability in Population
T-tests
Assumptions:
- Sample represents the population
- normal distribution
Analysis of Variance (ANOVA)
- Extension of t-test
- more than 2 groups