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Descriptive Statistics
manage and make sense of raw data
organize and describe collected data
Range
highest value point subtracted by the lowest value point
Inferential Statistics
make predictions about data and independent variables
determines if results from a sample can be generalized to a larger population
Standard Deviation
how data varies as it relates to the mean
allows researchers to indicate the average distance from the mean for a data set
Null Hypothesis
claims there is no effect nor difference between variables
serves as a baseline for testing
Normal Distribution
represented by a symmetrical, bell-shaped curve
only one mode
mean, median, and mode are all located at the center of distribution
not the most common frequency distribution
Alternate Hypothesis
claims that there is an effect of difference between the variables
does not necessarily have to agree with your hypothesis
Positive Skewed Distribution
median and mode are less than the mean
scores are low and are clustered towards the left
P-Value
provide insights on the statistical significance
if p value < 0.05, experiment is significant and null hypothesis is rejected
Negative Skewed Distribution
median and mode are greater than the mean
scores are high and are clustered to the right
Effect Size
demonstrates the strength or meaningfulness of the relationship between two variables
more specific than p-value
Bimodal Distribution
two modes
two bell-curves
Statistical Significance
the probability that what happened in an experiment or the difference of variables did not occur by chance
Z-Score
numerical measurement that describes how many standard deviations a particular score is from the mean
Frequency
how often you see a particular data point
Percentile Rank
percentage of scores at or below a particular score
Distribution Table
allows scientists to see how often you see a particular data point
Correlational Study
non-experimental research method
studies seek to determine the relationship between variables
DOES NOT DETERMINE CAUSATION
Frequency Polygon
visual representation of a frequency distribution table
a line graph
Correlation Coefficients
represented by the letter r (r-value)
determines strength and direction of correlation
Histogram
displays data as a bar graph
Positive Correlation
as one variable increases, the other also increases
Mean
the average of the data set
Mode
value that is repeated the most
Median
value that is at the exact middle of the data set
Negative Correlation
as one variable increases, the other decreases
shows an inverse relationship
Regression To The Mean
occurs when outliers (very high or low results) are followed by results closer to the average
more data point there are, the more that will be closer to the mean
Central Tendency
the idea that data points tend to be around the mean
Measures Of Variability
quantifies the dispersion of data
data points in relation to the mean
includes measurements such like range and standard deviation