When the difference in pH across the membrane of a glass electrode at 25 °C is 3.75 pH units, how much voltage is generated by the gradient? A. Not Enough Information to Determine B. 222 mV O C. 180 mV OD. 273 mV E. 0.222 mV F. 0.273 mV O G. 3.75 mV

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Chapter1: Chemical Foundations
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### Question: 

When the difference in pH across the membrane of a glass electrode at 25 °C is 3.75 pH units, how much voltage is generated by the pH gradient?

### Options:

- A. Not Enough Information to Determine
- B. 222 mV
- C. 180 mV
- D. 273 mV
- E. 0.222 mV
- F. 0.273 mV
- G. 3.75 mV

### Explanation:

This question is about calculating the voltage generated by a pH difference across a membrane. The relationship between pH difference and voltage can be determined using the Nernst equation for an ion-selective electrode. At 25 °C, the theoretical change in voltage per pH unit for a hydrogen ion concentration cell is approximately 59.16 mV. To find out the voltage generated by a pH difference of 3.75, you would calculate:

\[ \text{Voltage (mV)} = 59.16 \times \text{pH difference} \]

Substitute the given difference:

\[ \text{Voltage (mV)} = 59.16 \times 3.75 \] 

Calculating this will give the correct answer.
Transcribed Image Text:### Question: When the difference in pH across the membrane of a glass electrode at 25 °C is 3.75 pH units, how much voltage is generated by the pH gradient? ### Options: - A. Not Enough Information to Determine - B. 222 mV - C. 180 mV - D. 273 mV - E. 0.222 mV - F. 0.273 mV - G. 3.75 mV ### Explanation: This question is about calculating the voltage generated by a pH difference across a membrane. The relationship between pH difference and voltage can be determined using the Nernst equation for an ion-selective electrode. At 25 °C, the theoretical change in voltage per pH unit for a hydrogen ion concentration cell is approximately 59.16 mV. To find out the voltage generated by a pH difference of 3.75, you would calculate: \[ \text{Voltage (mV)} = 59.16 \times \text{pH difference} \] Substitute the given difference: \[ \text{Voltage (mV)} = 59.16 \times 3.75 \] Calculating this will give the correct answer.
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