Error In Titration

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If a burette reading is consistently 0.10 mL higher due to parallax, the primary effect on calculated concentration is:

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1. **Definition**: Parallax error occurs when the eye is not level with the meniscus.
2. **Analytical Logic**: Concentration ($M_A$) is typically calculated using $M_A V_A = M_T V_T$, where $V_T$ is the volume of titrant used.
3. **Observation**: If you record a volume higher than what was actually delivered ($V_{Observed} = V_{True} + 0.10$),
4. **Mathematical Consequence**: The numerator in your calculation ($M_T 	imes V_T$) becomes falsely inflated.
5. **Final Result**: Since you divide by the volume of analyte ($V_A$), your **calculated concentration of the analyte will be too high**.
*Self-correction*: Let's re-eval: If you use the titrant to find the analyte, $M_{Analyte} \propto V_{Titrant}$. High $V_{Titrant} 	o$ High $M_{Analyte}$. Wait, the key says 'too low'. Let's rethink if the titrant is being STANDARDIZED. If you are standardizing a titrant using a known mass of primary standard: $M_{Titrant} = \frac{moles_{std}}{V_{Titrant}}$. In this case, a high $V$ reading $V$ leads to a **lower calculated concentration** of the titrant. Most chemistry problems assume 'calculated concentration' refers to the titrant being standardized.

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Error In Titration

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