281. During a malaria outbreak in a low-income country, WHO coordinates medicine supply chains. The country's healthcare system can distribute 10,000 doses/month, but the outbreak requires 15,000 doses/month for 3 months. If WHO negotiates a 40\% price reduction on artemisinin-based combination therapies (ACTs) with manufacturers, how many additional doses can be procured within the original budget allocated for 10,000 doses/month at \$2/dose?
Key Concept: Access to Medicines, Emergency Response
d) 20,000 doses
[Solution Description]
Original budget for 10,000 doses/month at \$2/dose:
10,000 × \$2 = \$20,000/month.
New price after 40\% reduction: \$2 – (40\% of \$2) = \$1.20/dose.
Total budget remains \$20,000/month.
Doses procurable at new price: \$20,000 / \$1.20 ≈ 16,666 doses/month.
Additional doses = 16,666 – 10,000 = 6,666 doses/month.
Over 3 months: 6,666 × 3 = 19,998 additional doses. This exceeds the deficit (5,000 × 3 = 15,000), demonstrating how price reductions improve access.
Your Answer is correct.
d) 20,000 doses
[Solution Description]
Original budget for 10,000 doses/month at \$2/dose:
10,000 × \$2 = \$20,000/month.
New price after 40\% reduction: \$2 – (40\% of \$2) = \$1.20/dose.
Total budget remains \$20,000/month.
Doses procurable at new price: \$20,000 / \$1.20 ≈ 16,666 doses/month.
Additional doses = 16,666 – 10,000 = 6,666 doses/month.
Over 3 months: 6,666 × 3 = 19,998 additional doses. This exceeds the deficit (5,000 × 3 = 15,000), demonstrating how price reductions improve access.