RM SS3+SS4 Flashcards
Qualititive Date
Data in words, acquired in form of media eg newspaper, movies etc
+Detailed
-Subjective interpretations
Quantative Data
Numerical data eg percentages
+Objective data
- Lacks depth
Primary Data
Collected by the researcher
+Research can fit the aim
-More time consuming
Secondary Data
Collected by someone else other than the researcher (ie meta-analysis)
+Less expensive, minimal effort
-The research may not fully match aims
-The research may not be of high quality
Mean
+ takes into account all data
- affected by extreme values
Median
+ not affected by extreme values
- doesn’t take into account all values
Mode
+ not affected by extreme values
- doesn’t take into account all values
- sometimes there isn’t one
Ways of measuring the spread of the data:
Range: biggest take smallest
+ Easy to work out
- Affected by extreme values
Standard deviation
+ Not affected by extreme values
- Complicated to work out
What does the spread of data tell us?
-How consistent the data is
-The smaller the spread, the more consistent, the fewer individual differences
-Therefore smaller = better!
Normal distribution curve
-A symmetrical spread of frequency data
-Forms a bell-shaped pattern.
-Mean, median and mode are all located at the highest peak.
Positive skew
Long tail is on the positive (right side) of the peak, distribution concentrated to the left.
Negative skew
Long tail is on the left side of the peak, distribution concentrated to the right.
How can you present data?
Tables:
-Can present data in a summary table.
-Report raw scores and descriptive statistics.
Bar charts:
-A type of graph where the frequency of each variable is represented by height of the bars.
Scattergrams:
-A type of graph that represents the strength and direction of a relationship between co-variables in a correlational analysis.
Histogram:
-Shows continuous data.
-X-axis has equal-sized intervals of a single category.
-E.g. percentages in a test (intervals of 0-9, 10-19 etc)
-Y-axis represents frequency within each interval.
Line graph/frequency polygon:
-Shows continuous data.
-Points connected by a line to show how something changes in value, e.g. over time.
Nominal data
Numbers of participants falling into various categories
Ordinal Data
Data is place in rank order from lowest to highest. Measured on scales of unequal interval