Guided Notes: Descriptive Statistics
Objectives:
Distinguish ____________________________________________________________.
Apply basic _____________________________, including interpreting and constructing ______
and calculating simple descriptive statistics (e.g.,____________________________________).
Statistics:
● Definition: The use of math to __________________, ________________ and
________________ numerical data from research.
● 2 Types of Statistics:
1. Descriptive: used to_____________________research data
2. ______________: used to _______________ data and ___________
conclusions from research data
Descriptive Statistics (Describe & Summarize):
1. Graphing Data:
● Frequency Distribution: An ___________________ indicating the________ of each
score or group of scores.
○ Used to ____________ research data
○ Used to make _____________.
■ Y-axis: _______________
■ X-axis: ________________
2. Types of Psychological Data: (Discrete Data)
● Nominal:
○ __________
○ _______________________l; ___________ compute mean.
○ Represented by_______ graphs (e.g., Favorite ice cream flavor).
● Ordinal:
○ _____________
○ _______________; ____________ compute mean.
○ Represented by_______graphs (e.g., 1st place, 2nd place, 3rd place).
3. Types of Psychological Data: (Continuous Data)
● Interval:
○ Equal _____________________; no true _______ point.
○ Numerical; ________compute mean.
○ Represented by _______________(e.g., Degrees in Fahrenheit).
● Ratio:
○ _________________ between points;________________ point.
○ __________________; can compute mean.
○ Represented by__________________ (e.g., _______________).
4. Histogram: ________________________________ that presents data from a
___________________________
5. Frequency Polygon: __________________________________ that presents data from a
___________________________
6. Measures of Central Tendency:
● Median: _______________________________________of a distribution
● Mean:__________________________________of a distribution
● Mode: __________________________________ in a distribution.
○ Bimodal: _________________________
7. Measures of Variation/Dispersion:
● Range: _____________________________________in a distribution.
● Standard Deviation: ___________________________________________
● Variance: ___________________________________________
8. Standard Score:
● Z-Score: The number of__________________________________ for a particular score.
○ -z: Scores _______________the mean.
○ +z: Scores ______________ the mean.
● Z= (X−M)/____
9. Types of Distributions:
● Normal: ________________, bell-shaped distribution.
○ ***Mean, median, mode fall ________________ at the same point
● Positive Skewed Distribution: __________________________, skewed distribution
○ ***Mode, median, mean (caused by an outlier with a HIGH score).
○ ***Most scores are low; scores pile up at the low end of the scale.
● Negative Skewed Distribution: ______________________, skewed distribution
○ ***Mean, median, mode (caused by an outlier with a LOW score).
○ ***Most scores are high; scores pile up at the high end of the scale.
10. Percentile Score:
● Percentile:The _______________________ zero.
○ Measures__________________ for comparable scores.
○ Indicates ___________________________________ a given score.
○ Each 25% is known as a ______________
11. Skewed Distributions:
● Caused by Outliers:
● Outliers: ____________ scores
○ affect measures of________________
● Since the median splits your data __________, it will always fall between the
_____________________________, regardless of whether your distribution is
positively or negatively skewed
● The Mean___________________ to the outlier.
12. Negative Skewed Distribution:
● The order of the measures of central tendency are _________________________
● Caused by an _________ with a __________ score
● Most scores are ________________
● Scores pile up at the ______________ of the scale
13. Positive Skewed Distribution:
● The order of the measures of central tendency are _____________________
● Caused by an outlier with a _____________ score
● Most scores are___________
● Scores pile up at the_______________ of the scale