Class Notes (835,730)
Canada (509,354)
Health Studies (1,192)
HLTC15 (5)
Lecture 8

HLTC15 Lecture 8

5 Pages
70 Views
Unlock Document

Department
Health Studies
Course
HLTC15
Professor
Suzanne Sicchia
Semester
Fall

Description
HLTC15 –Introduction to Quantitative and Qualitative Health Research Methodologies Lecture 8: Basic Statistics and Quantitative Methods II –Health Survey Methods (Chapter 10) Tuesday, October 30, 2012 Descriptive Statistics  Helps summarize and organize a large amount of research material using numerical, graphical, and tabular techniques o E.g., histogram, frequency tables Levels of Measurement  Nominal scale: classify cases into categories that have NO quantitative ordering o Classify subjects according to their names  Ordinal scale: we can rank order cases according to the quantity/intensity of the variable expressed by each case o Basically, it’s like nominal but there’s direction o E.g., small, medium, large; how much bigger is medium vs. small? We don’t know.  Interval: the order and the interval difference between two points o The presence of zero is arbitrary  Temperature: 0 degrees C = 32 degrees F; zero really doesn’t mean absence of something  Ratio: an encompass all the properties of nominal, ordinal, interval o However, zero is not arbitrary  Income: $25, $30, $40, $45; $0 means you’re broke Graphs  Pie graphs o Professor once told me not to use this  Why? Can you tell the difference between 19% and 20 %. A better alternative is dot plots  Bar graph or histogram? o Bar graph: X-axis (abscissa)  discrete variables (i.e. Nominal or ordinal). Y-axis (ordinate)  counts, percentages, etc. o Histogram: compared to bar graphs there is no space between the bars. The x-axis holds continuous data while the y-axis can be counts, percentages, etc. Characteristics of a Distribution  According to Saks and Allsop (2007): o The shape – right (positively) skewed or left (negatively) skewed? o The centre – Measure of Central Tendency (mean, median, mode). o The spread – IQR (max, min, median, Q1, Q3), variance, standard deviation o The existence of outlier Frequency Tables (FT)  Gives more detailed information compared to graphs  FT tallies the number of times each value of the variable appears in a distribution.  Using frequencies we can calculate proportion and percentages. Measures of Central Tendency  Measures of Dispersion  Range: Difference between highest and lowest values  Inter-quartile range (IQR): Is the range for the middle 50 per cent of cases in a rank-ordered series: difference between Q3 and Q1.  Variance and standard deviation Bivariate Descriptive Statistics: Simple Comparison  Bivariate statistical analysis addresses the relationship between two variables.  Is there a relationship between our independent and dependent variables? Is there a correlation or association between our variables? What is our r value?  Table 11.5  Lists numerous measures of association and correlation. Measures of Association and Correlation  R values can illustrate the strength of a relationship and ranges from -1 to +1 (with 0 meaning no linear relationship)  Pg 214 Table 11.6 lists all the values and relative strengths  Furthermore, the + or – sign in front of your r value will signify a positive or negative relationship Difference between Correlation and Regression  Correlation coeffic2ent (r): measures the strength of the relation between X and Y variables  Linear regression (r ) via the least-squares regression line is a prediction equation, estimating value of y for changes in x values Inferential statistics  Use of numerical techniques for making conclusions about a population based on information obtained from a random sample drawn from a population.  Calculating the statistical significance of a sample result can be examined using a p-value approach or by calculating confidence intervals (estimation). Quantitative Survey Methods  We talked about sampling. What happens after sampling? We need to collect data in order to analyze this (either qualitatively or quantitatively). Surveys can help in this data collection process. Types of Surveys  Ad hoc surveys o One-time surveys conducted with samples between 200-2000; usually administered face-to-face or through telephone. o Used a lot in market research.  Cross-sectional surveys (e.g. British Social Attitudes Survey: annually administered, closed-ended, structured surveys used to monitor changes in attitudes)  Surveys used in longitudinal studies (cohort or panel studies)  Survey methods utilize: o Questionnaires  distributed via face-to-face or telephone interviews (both are types of interview surveys). o Structured observation o Open-ended or semi-structured questions o Structured record review o Self-completed questionnaires through postal/mail communication and submission (e.g. Canadian Census) Why use Survey Methods?  Address questions that are both descriptive and analytical. o Who, what, where, when, how questions. o If we can control for confounding variables and bias, we could possibly answer ‘why’. o Can explore variations between two different groups. Before we decide to conduct survey...  We must ask some practical/important questions: o General timeline for rese
More Less

Related notes for HLTC15

Log In


OR

Join OneClass

Access over 10 million pages of study
documents for 1.3 million courses.

Sign up

Join to view


OR

By registering, I agree to the Terms and Privacy Policies
Already have an account?
Just a few more details

So we can recommend you notes for your school.

Reset Password

Please enter below the email address you registered with and we will send you a link to reset your password.

Add your courses

Get notes from the top students in your class.


Submit