Chapter 1 Pt 2 Flashcards
Two ways to describe data
- Graphically
- Central tendency and variation measurements
Statistics
a branch of mathematics used by researchers to organize, summarize, and interpret data
what is statistics used for
to describe data and use as a basis for inferring information from data
two values of statistics
- present a more accurate picture of our data
- help us reach valid conclusions
bar graphs cons
misrepresentation which may lead to incorrect conclusions
descriptive statistics
measure of central tendency
useful for putting information about a distribution into a more compact form, summarizing the distribution with a single score
central tendency measure
a single number that presents information about the “center” of a frequency distribution
mode
the most frequently occurring score in the distribution
median
the score that divides a frequency distribution exactly in half
mean
the sum of a set of scores in a distribution divided by the number of scores (the average)
measures of variability
how spread out the scores are
range
the difference between the highest and lowest scores in a distribution
standard deviation
a calculation of the average distance of scores from the mean
- distributions have the same mean but different variability —> scores are spread out differently
Is the difference significant?
asking if the results could have been caused by random chance/variation between groups
- high significance = low chance of occurring by chance
is the difference reliable
can the result be used to generalize or predict the future behaviour of the broader population?