Research Term Test 2 Flashcards
(43 cards)
4 levels of data
- nominal
- ordinal
- interval
- ratio
Nominal
- allows to distinguish differences between items qualitatively
- no quantitative ordering or value
assign responses to different categories
- sex
- marital status
- postal code
- university major
- student ID
Ordinal
- categories have logical order
- starts at lowest and ends at highest
- unknown numerical distance between catergories
- Likert scales - allows for comparison in relative terms
- ex. better or worse, smaller or larger
- letter grade in class: F - A
- Degrees held: BSc, MSc, PhD
- perceived exertion
Interval
- measurement are numerical values
- intervals of equal length represent equal differences in characteristics
- Zero, does not signify absence of characteristic (think temperature)
- Starting point arbitrary
- ex. behavioural questionnaires, IQ test
Ratio
- allow for id of absolute differences
- absolute zero
- zero means absence of characteristic
- most measured data first in this category
- ex. BMI, weight, height, VO2, age, time to completion
Graphs - Describing data
- simplest way for describing data
- self-contained bundle of info
- title indicating variables, clear id of categories and values, units of measurements indicated
Pie charts
- distribution of cases in form of a circle
- relative size of slice is proportional to proportion of cases within catergory
- can be used for all levels of measurements
- emphasize the relative importance of particular category to the total
- difficult to interpret when there are too many categories (~~5 max)
Bar graphs & histograms
Horizontal axis: absicca
- categories or values of the scale
- independent variable
Vertical axis: ordinate
- frequencies: raw count or percentage
- calculated data
- dependent vairable
Bar graphs
- used when data is discrete (nominal or ordinal)
- gaps between bars
Histogram:
- sed when data is continuous (internal or ratio)
- no gaps between bars
4 aspects of distribution
- shape
- centre
- spread
- existence of outliers
Shape of graphs
- normal distribution
- skewness describes if its shape is off centered to right or left
- positive skewed (long tail to the right)
- negative skewed (long tail to the left)
Center of graphs
place where equal number of score are on each side
- seen as the average
Spread of graphs
- how tighly clustered the measurements aroudn the central point
- wide spread = heterogenous scores = platykurtic
- narrow spread = homogenous scores = leptokurtic
Outliers of graphs
- upper and lower limits
- also ones that are disconnected from rest of the group
Descriptive statistics
- used to characterize a group based on data taken from the group
Includes measures of:
- central tendency: extent to which data clusters around a point
- variability: extent to which data are spread out
Central tendencies
- mean: arithmetic average of groups of numbers, calculated as sum of all numbers divided by total numbers of values in set
- (limitation to mean): affected by presence of outliers, sum of values is pulled away from middle when data is skewed, can produce value that is higher or lower than expected
- Median: single data value that resides in the middle of the data distribution
- mode: most frequent score in a distribution (limitation: often does not represent actual middle of values)
Measures of variability/dispersion
- range: difference between high and low score
- standard deviation: estimate of spread of scores away from the mean
- standard error of the mean: estimate of expected difference between sample mean and population mean
Inferential statistics
relationship between variables
useful example:
- is there a relationship between a simple field test and a difficult lab test for a variable of interest?
Relationship between 2 variables
- bivariate statistical analysis
- a change in one variable is associated with a certain change in another
- theoretical model - way to describe relationship
- Ex. smoking history (independent) and health level (dependent)
Two ways:
- measure each variable separately
- measure association between variables
Analyzing many variables
- regression analysis
- depict relationship between the dependent and 1 or more independent
- asks how multiple known quantities affect dependent (unknown) quantity
- creates one equation showing the relationship and allows to make predictions about dependent of a given individual, if you know all values for independent variables
Categories of stats
parametric
used for interval and ratio data that meet following assumptions:
- variable of interest must be normally distributed within pop
- must have same variance within samples drawn from pop
- score or measures of variable must be independent
Categories of stats
nonparametric
used for nominal and ordinal, as well as for interval and ratio that do no meet assumptions stated above
Significance in research
- reject the null means real difference exists bewteen groups (if a= .05 and p= .049, reject null)
- do not reject null means no group differences exist (if a= .05 and p= .52, do not reject null)
PICO
P: Population, patient, problem: who are the patients and what is the problem?
I: intervention or exposure: what do we do to them and what are they exposed to?
C: Comparison: what do we compare the intervention with?
O: Outcome: what happens?
Purpose of research proposal
- provide action plan for study
- serves as contractual agreement between researchers and those who approved the proposal