Step 1 Understand Your Questionnaire Data Types
Before you run a single test, classify every variable in your questionnaire into one of four data types. This determines everything that follows.
Nominal (Categorical)
Unordered categories with no inherent ranking. Arithmetic operations have no meaning.
Ordinal
Ordered categories where the distances between levels are not equal or not known. This includes ALL Likert items.
Continuous (Scale)
Measured on a continuous scale where equal differences mean equal amounts. Mean and SD are appropriate.
Composite Score
Sum or average of multiple Likert items measuring one construct. Often treated as approximately continuous when n is large and the scale is validated.
Step 2 Data Coding and Cleaning
Before analysis, every questionnaire response must be converted to a number and checked for errors. This preparation stage often called data management takes as much time as the analysis itself, and is just as important.
Coding Your Variables
Create a codebook that maps every response to a numeric value. For example:
Reverse Coding Negatively Worded Items
When a questionnaire includes negatively worded items (e.g., "I do NOT feel confident performing this procedure"), the response scale is reversed relative to the other items. A response of "Strongly Agree" (5) to this item actually indicates low confidence. Before computing a total score, reverse-code these items:
For a 5-point Likert scale: Reversed score = (Maximum + Minimum) Original score = 6 original score
So a score of 5 becomes 1, 4 becomes 2, 3 stays 3, etc. Your questionnaire's manual or the published validation paper will tell you which items to reverse.
Handling Missing Data
Missing responses are common in questionnaire studies. Your approach depends on how much data is missing:
- < 5% missing per item: Acceptable to use mean substitution (replace missing with the item mean for that respondent's group) or listwise deletion (exclude participants with any missing data)
- 515% missing: Use multiple imputation; report sensitivity analyses
- > 15% missing: Serious concern; investigate the cause; report clearly in limitations
Always report the number and percentage of missing responses per variable in your results table.
Step 3 Descriptive Statistics
Describe your sample and each variable before any inferential tests. The correct descriptive statistic depends on data type:
Nominal variables Frequency table
Report n and percentage for each category. Example: "126 (63%) participants were female." Include all categories even if n = 0.
Ordinal / Likert items Median + IQR + Frequencies
Report the median, interquartile range (IQR = 25th75th percentile), and the percentage in each response category. Example: "Median awareness score = 3 (IQR: 24); 47 (23.5%) Strongly Agree." Never report only the mean for individual Likert items.
Continuous variables Mean + SD (if normal) or Median + IQR (if not)
Test normality with Shapiro-Wilk (n < 50) or KS test. Age and BMI are often approximately normal; report Mean +/- SD. Scores, lengths of stay, and lab values are frequently non-normal; report Median (IQR).
Composite scores Check normality first
Sum all correctly coded items for the relevant subscale. Run the normality test. If approximately normal, report Mean +/- SD and use parametric tests. If not normal, report Median (IQR) and use non-parametric tests.
Step 4 Reliability Analysis (Cronbach's Alpha)
If your questionnaire uses a multi-item scale where several questions combine to measure a single construct (e.g., 10 knowledge questions combined into a "total knowledge score") you must report Cronbach's alpha before using the composite score in any analysis.
Cronbach's alpha (+/-) measures internal consistency reliability: how well all items in a scale measure the same underlying construct. It ranges from 0 to 1.
| Alpha Value | Interpretation | Acceptable for publication? |
|---|---|---|
| +/- 0.90 | Excellent internal consistency | Yes but check if items are redundant (above 0.95 often indicates item redundancy) |
| +/- = 0.800.89 | Good internal consistency | Yes ideal range for most medical scales |
| +/- = 0.700.79 | Acceptable internal consistency | Yes acceptable for exploratory research |
| +/- = 0.600.69 | Questionable | Borderline report with caution; may need to revise or remove items |
| +/- < 0.60 | Poor | No items do not sufficiently measure the same construct |
Step 5 Inferential Tests: Choosing the Right Test
This is where most errors occur. Match the correct test to your research question and data type using the guide below.
Step 6 Reporting Results in Your Thesis
Your thesis methods section and results section need to present the analysis systematically. Here is the standard structure for questionnaire-based medical research:
Methods Section Should Include:
- Description of the questionnaire instrument (validated tool or self-designed; if validated, cite the original validation paper and report the alpha from the validation study)
- Scoring method (how individual items combine into composite scores)
- Definition of the primary outcome measure
- The specific statistical tests used for each research objective, with justification
- The significance threshold (+/- = 0.05, two-tailed)
- Software used (SPSS version X, or StatClinic)
Results Section Should Include:
- Table 1: Sociodemographic characteristics (frequency/% for categorical, Mean+/-SD or Median(IQR) for continuous)
- Table 2: Responses per questionnaire item frequency and percentage in each category, and median (IQR) for each item
- Table 3: Composite score distribution Cronbach's alpha, Mean+/-SD or Median(IQR), and total score distribution
- Table 4: Inferential analysis test statistic, p-value, and effect size for each comparison or correlation
Example of correctly written results: "The median total knowledge score was 14 (IQR: 1117) out of 20. Male physicians had significantly higher knowledge scores than female physicians (Median: 15 vs 13; U = 1,842, p = 0.003, r = 0.22)."
Common Mistakes to Avoid
- Calculating means for Likert items ordinal data; use medians and percentages for description, Mann-Whitney/Kruskal-Wallis for comparison
- Using a t-test or ANOVA on raw Likert scores these tests assume continuous, normally distributed data
- Omitting Cronbach's alpha required for any composite scale; thesis examiners and peer reviewers will notice its absence
- Analyzing a poorly designed scale if your questionnaire items don't all load on the same construct (verified by factor analysis), combining them into a total score is meaningless
- Not accounting for multiple comparisons if you compare scores across 6 specialties and then compare each specialty pair, apply Bonferroni correction or Dunn's post-hoc test
- Reporting only p-values without effect sizes for Mann-Whitney U, report r = Z/N; for Chi-Square, report Cram(c)r's V or Phi; for Spearman, r is the effect size
Frequently Asked Questions
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