Question:

Several studies in diabetic dogs have shown that HbA1c is potentially useful for monitoring purposes as HbA1c reflect the average blood glucose level over the preceding:

Show Hint

Always correlate HbA1c monitoring duration with RBC lifespan:
- Humans: Reflects the preceding 90 to 120 days (RBC lifespan $\approx 120$ days).
- Dogs: Reflects the preceding 60 days (RBC lifespan $\approx 110$ days).
- Cats: Reflects even shorter, around 30 to 40 days (RBC lifespan $\approx 70$ days).
  • 60 days
  • 120 days
  • 6 months
  • 1 year
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The Correct Option is A

Solution and Explanation

Step 1: Understanding the Concept:
Glycated hemoglobin (HbA1c) is formed by the non-enzymatic, irreversible attachment of glucose to the hemoglobin molecules inside red blood cells.
Because this glycation occurs continuously over the lifespan of the erythrocyte, the percentage of HbA1c in circulation is directly proportional to the average blood glucose concentration over the preceding lifespan of the red blood cells.

Step 2: Detailed Explanation:

The lifespan of a red blood cell varies significantly across mammalian species:
- In humans, the average RBC lifespan is approximately $120$ days, meaning HbA1c reflects blood glucose levels over the preceding $90\text{--}120$ days ($3$ months).
- In dogs, the average lifespan of a red blood cell is shorter, typically around $100\text{--}110$ days.
Because of this shorter erythrocyte survival and the kinetics of hemoglobin glycation in canines, clinical studies have established that the HbA1c level in diabetic dogs reflects the average glycemic control over the preceding 60 days (approximately $8$ weeks).
Measuring HbA1c is highly valuable in veterinary medicine because, unlike a single spot blood glucose measurement (which fluctuates rapidly due to stress, diet, and insulin injection timing), HbA1c provides a reliable, long-term retrospective picture of glycemic control.

Step 3: Final Answer:

Therefore, HbA1c in diabetic dogs reflects the blood glucose level over the preceding 60 days, corresponding to option (A).
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