# Multiple comparisons problem

Hi,

I have a question about correcting for multiple comparisons. My question is: for exactly how many tests should I correct in the scenario below? I can't seem to wrap my head around it. **Background:** I?m testing for differences between groups A (patient group) and B (control group) in variable X. Variable X is a biological variable and is present in the left and right side of the body. Variable Y is a score on a test. **Step 1.** Is there a significant difference **within** groups in (the weight of) left and right variable X? *For this purpose will conduct two paired sample t-tests*

If I find a significant difference in step 1, then I will continue with both step 2A and 2B. If I don?t find a significant difference in step 1, then I will only continu with step 2C. **Step 2A.** Is there a significant difference **between** groups in (the weight of) left variable X? *For this purpose I will conduct a independent t-test* **Step 2B.** Is there a significant difference **between** groups in (the weight of) right variable X? *For this purpose I will conduct a independent t-test* **Step 2C.** Is there a significant difference **between** groups in (the weight of) total variable X (= weight left + right variable X)? *For this purpose I will conduct a independent t-test*

After step 2, and depending on the outcome in step 1 (significant, or not significant differences within groups), I will continue with both step 3A and 3B, or only step 3C. **Step 3A. **Is there a significant correlation between (the weight of) left variable X in group A and variable Y? *For this purpose I will conduct a Pearson correlation* **Step 3B.** Is there a significant correlation between (the weight of) right variable X in group A and variable Y? *For this purpose I will conduct a Pearson correlation* **Step 3C.** Is there a significant correlation between (the weight of) total variable X in group A and variable Y? *For this purpose I will conduct a Pearson correlation*

Thank you!

## Answer

**Answers can be viewed only if**

- The questioner was satisfied and accepted the answer, or
- The answer was disputed, but the judge evaluated it as 100% correct.

- answered
- 373 views
- $30.00

### Related Questions

- Normal distribution & Probability
- elements in a set
- Explain how the binomial probability equation is $\frac{n!}{x!(n-x)!}(p^x)(q^x)$
- Probability and Statistics Question help please
- Question about COEFFICIENT OF CORRELATION
- How do we define this choice function using mathematical notation?
- card riffle shuffling
- Car accidents and the Poisson distribution