Question
You are setting up hypertension management services at a Primary Health Center (PHC) with 50 patients on antihypertensive medication. Among them, 40 patients are prescribed amlodipine 5 mg daily, and 10 patients are prescribed lisinopril 10 mg daily. Calculate the number of tablets needed for a month and determine an appropriate reorder factor (RF) for maintaining adequate stock.
| A. |
1000, RF=3
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| B. |
1200, RF=2
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| C. |
1400, RF=3
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| D. |
1500, RF=2
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Show Answer
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Correct Answer » D
Explanation
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Correct Answer:
– Total tablets needed for one month (30 days):
– Amlodipine: 40 patients × 30 days = 1200 tablets
– Lisinopril: 10 patients × 30 days = 300 tablets
– Total: 1200 + 300 = 1500 tablets
– Appropriate Reorder Factor (RF):
– A RF of 2 allows for an adequate buffer without excessive stock, ensuring availability during delays.
Determining Reorder Factor (RF):
Given the nature of chronic care and the need for a buffer, a reorder factor (RF) of 2 is reasonable to maintain adequate stock without overstocking. This factor would ensure a safe buffer to accommodate variations in patient adherence or supply delays.
High-Yield:
– Adequate calculation of monthly antihypertensive medication demands is critical for patient care.
– Establishing a pragmatic RF (2-3 times monthly need) helps to account for variability in usage and supply chain stability.
– Regularly reassess tablet consumption rates among patients to adapt inventory practices accordingly.
