Analyzing Quantitative Data
Independent variable: the manipulated "causes" in an experiment (what you change); controlled by the researcher
Dependent variable: the measured "effects" (what you observe); responds to those changes, acting as the outcome variable
Ex. A scientist wants to see if the temperature of a room affects how fast an ice cube melts.
ratio: Numeric scale with equal intervals and true zero (e.g., weight, age, BP)
interval: Numeric scale with equal intervals but no true zero (e.g., Fahrenheit temperature)
nominal: no order (gender, religion)
ordinal: order/rank (Likert scale)
high levels of measurement are more desirable due to more option instead of restriction to one or more categories
Testing Validity: if its measuring the right thing ( Parametric test are hypothesis testing)
Null hypothesis: States NO relationship or difference exists
can be rejected using a statistical test based on the probability that it is false; if rejected then the researcher can say the hypothesis is true aka alt.
Alt. Hypothesis: States relationship or difference exists
healthcare research favors the alternative hypothesis aka rejecting the null
descriptive stats: SUMMARIZES DATA ; summarizing the data you already have — no guessing, no predicting. “What does my dataset look like?”
measures of central tendency: has to be I/R
MEAN: MOST affected by OUTLIER
I/R
chosen for LOM, obj
MEDIAN: MOST affected by SKEWNESS (chosen for shape)
I/R/O
MODE
N/I/R/O
measures of dispersion:
RANGE: simplest, unstable and sensitive to outliers; not reliable
N/I/R/O
VARIANCE & STD: based on mean - deviated score (STD-square root of average)
takes EVERY score into account
R/I
outlier sensitive

graphical representation: Charts/graphs
inferential stats: TESTS HYPOTHESIS; Generalized predictions and drawing conclusions about a population based on sample data
t-test, NOVA test, chi-square tests
Hypothesis testing
Parametric test: ex. hypo testing; confidence interval, t-test, NOVA test
DV must be normally distributed
require I/R data
test for normality
is there a correlation relation between 2 groups mean
is there significant difference (t-test)between 2 groups mean DV
do x, y, and z predict regression mean scores of a
non-Parametric test: chi-square tests, logistical regression
ordinal or nominal level
uses medians and rank
p-values: Probability that results occurred by chance
p < 0.05 → statistically significant (Your results are unlikely to be due to chance alone) → reject null hypothesis
alpha level: the cutoff you choose before the study “How much type 1 error am I willing to accept?”
p ≤ α → statistically significant
Confidence intervals
Normal curve:
skewed left (bc tail is to the left): if mean is lower than median (mode is alway at tip so highest pt)
Skewed right: Numerical mean is higher
Bimodal distribution: possible to have NO modes
type 1 error: false positive you say there is a relationship but there is none
type 2 error: false negative no relationship but there is one
Parametric Tests of Relationship
Correlation: must be I/R and normally distributed
positive or negative
coefficient correlation: (r ) closer to 1 is stronger
Multiple Regression: examines how two or more independent variables predict a single dependent variable.
(Multiple IVs impact on 1 DV)—How well do these variables together predict an outcome?” “Which variable is the strongest predictor?”
Ex. Predicting blood pressure (DV) using:
Age (IV)
Weight (IV)
Sodium intake (IV)
👉 All 3 IVs together predict the DV
must be normally distributed and have AT LEAST 10 subjects/participants per variable
homogeneity of variance
Types of inferential test: Parametric Tests of Difference
t-test: determine if they are significantly different from each other
Independent t-test: Compares means of two independent groups
Paired t-test: Compares means of same group at two different times
ANOVA: analyzes the differences among means of three or more groups in a sample
One-way ANOVA: Compares means of three or more groups
Factorial ANOVA: Examines multiple independent variables and their interaction
Repeated measures ANOVA: Compares same group over multiple time points
Non‐Parametric Tests:
chi-squared: Tests relationship between categorical variables (checks if two categories are related)
Logistic Regression: Predicts categorical outcomes (e.g., yes/no)
interpreting and reporting research findings: Results should be reported objectively
examining the meaning of results
considering significance of findings
drawing conclusions
suggest implications for practice for further study
statistical significance: findings are unlikely due to chance
clinical findings: findings that have meaning for patient i nthe presence or absences of statistical significance
generalizability: to extent to which findings can be applied beyond ginev research situations to other settings
external validity: How well the results can be applied to other populations or real-world settings
Example: Results from a study can be applied to all patients, not just the small sample
internal validity: How well the study shows that the independent variable actually caused the change in the dependent variable
Example: A study shows a drug lowers blood pressure because of the drug, not other factors
random sampling is more likely to produce representative samples
convenience sampling limits generalizability
Selecting a Qualitative Design
phenomenology: understanding the lived experience and identifying common themes (LIVED EXPERINCE)
ONLY BY individual who experienced it
GOAL
enhance understanding on what it means to be human
deeper understanding of everyday life
studies everyday life (what is the meaning for individual?)
characteristics: rich, full, insightful descriptions
answer: how we view ourselves, others, environment
Research Methods: rigorous, critical, systemic investigation
descriptive, retrospective, in-depth analyses
Steps:
ID lived experience and create retrospective reflection
Bracketing before data collection: must set a side personal feelings about topic
purposive sampling— keep adding to experience until description become repetitive (no new/different/themes emerging)
synthesis of large amt of narrative data
Ethical considerations:
informed consent
IRB approval
confirmability: Findings are shaped by the participants, not researcher bias
auditability: Another researcher can follow the decision-making process of the study
credibility: participants confirm findings are accurate and faithful
fittingness: How well findings apply or “fit” in other contexts
Ethnography: cultural context of values, beliefs, practices of cultural groups in natural settings (CULTURE)
gaining meaning for social encounters
focused on patient observation:
Emic: How participants themselves understand their culture/experience; Focuses on their beliefs, meanings, language
“From THEIR perspective”
EX. A nurse describing what working in the ICU feels like in their own words
Etic: The outsider’s view (researcher’s perspective); Researcher interprets behaviors using their own framework; More objective/analytical
“From the RESEARCHER’S perspective”
EX. A researcher analyzing ICU nurse stress using stress theory
Data collection methods:
pre field work, field work, post field work
census taking: basic demographic information
mapping: identifying location of people
document analysis: examining records
life histories
event analysis reviewing photo documentation
Grounded theory: based in sociology and physiology—symbolic interaction (THEORY)
processes and core concept questions
experiences that change over time, in stages/phases
GOAL:
generate new theory
no attempt to test theory
AVD pre-concived notions
data collection:
participant observation, formal and informal interviewing (field notes)
theoretical sampling: process of data collection for generating therories
Samplings: in QL data we disregard generalizability
Purposive Sampling: Researchers intentionally select specific participants who meet certain criteria
You want a very specific group
Common in qualitative research
EX. Selecting only ICU nurses with 5+ years experience
Convenience Sampling: Selecting participants who are easiest to access
High bias
Not very representative
Ex. Surveying students in your own class
Probability Sampling: Every member of the population has an equal chance of being selected
Reduces bias
Increases generalizability
Ex. Randomly selecting patients from a hospital database