Final: Chapter 11 Flashcards
The risk of a type II error can be determined using ___________ analysis (1-B).
Power
What are the 4 parameters of a power analysis?
- the level of significance (a = 0.05)
- sample size
- power (minimum acceptable power is = 0.80 (80%)
- effect size (> 0.50: large)
A theoretical frequency distribution of all possibles values in a population.
Normal Curve
In a normal distribution curve, the _________, ___________, and __________ are =.
mode
median
mean
levels of ___________ and ___________ are based on logic of the normal curve.
significance
probability
in research, the probability that any data score will be with a certain range of a mean value is calculated based on the theory of the ________ _______.
normal curve
What is probability theory?
Theory addressing statistical analysis from the perspective of the extent of relations or the probability of accurately predicting an event.
If probability is 0.23, the p = 0.23
There is a 23% probability that a particular event will occur.
Probability is usually expected to be p < 0.05 or p < 0.01
What is decision theory?
Theory based on assumption associated with the theoretical normal curve
Used in testing for differences between groups, with the expectation that all the groups are members of the same population
The expectation is express as a null hypothesis, and the level of significance (alpha) is often set a 0.05 before data collection.
What is a T-Test?
Test for significant differences between 2 samples
Most commonly used test of differences
Ex: t = 4.169 (p<0.05)
What are the measures of central tendency?
mode
median
mean
the numerical value or score that occurs with greatest frequency
mode
the midpoint or the score at the exact center of the ungrouped frequency distribution – the 50th percentile
median
the sum of the scores divided by the # if scores being summed
mean
What is the measurement of dispersion?
scatterplots
What are scatterplots?
Have 2 scales: horizontal axis (X) and vertical axis (Y)
Illustrate a relationship between 2 variables