Estimation question

Estimate the number of actual COVID-19 positive people in India as of today.

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What this question tests

Estimation under high uncertainty: can you reason from testing rate and known under-detection factors to build a defensible range rather than a false-precision point estimate.

How to approach it

  1. State the core challenge: official confirmed case counts vastly undercount actual infections due to limited testing capacity and asymptomatic cases.
  2. Start from reported confirmed cases (a number that would be publicly known at the time) as the floor of the estimate.
  3. Apply an under-detection multiplier based on general epidemiological patterns (undercounting factors of several times to an order of magnitude are common for under-tested populations, stated as a pattern not a specific cited statistic).
  4. Adjust the multiplier based on India-specific factors: large population, limited testing infrastructure per capita, and significant rural/informal population less likely to be tested.
  5. Present a range rather than a single number, given the wide uncertainty in the multiplier, and state the reported case count and multiplier assumption clearly.
  6. State what data would tighten the estimate: seroprevalence survey results, which directly measure past infection rates in a sample population.

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