Step 1: Understanding the Concept:
We use the Cahn-Ingold-Prelog (CIP) priority rules to assign R/S configurations. In a Fischer projection, if the lowest priority group (H) is on a horizontal line, the observed configuration (CW for R, CCW for S) must be reversed.
Step 2: Detailed Explanation:
At Carbon 2 (C2):
1. Priority: \(-\text{OH}>-\text{CO}_2\text{H}>\text{C3}>\text{H}\).
2. Path from 1 \(\to\) 2 \(\to\) 3 is Clockwise (R).
3. Since H is horizontal, reverse R \(\to\) S. (Wait, let's re-verify priority: \(-\text{OH}\) (1), \(-\text{CO}_2\text{H}\) (2), \(-\text{CHClCH}_3\) (3). 1\(\to\)2\(\to\)3 is CCW. Reverse \(\to\) R).
At Carbon 3 (C3):
1. Priority: \(-\text{Cl}>\text{C2}>-\text{CH}_3>\text{H}\).
2. Path from 1 \(\to\) 2 \(\to\) 3 is Clockwise (R).
3. Since H is horizontal, reverse R \(\to\) S.
Step 3: Final Answer
The configuration is (2R, 3S).