| University | National University of Singapore (NUS) |
| Subject | Quantitative Techniques |
Task 1: Develop a base model. With this base model, how many tests are needed in the row-pooled test strategy? Find the optimum pool size in this case with the infection rate/prevalence being 1%.
Task 2: Can you generate some insights on how the effectiveness of the row pooled testing method changes if the infection rate/prevalence is 2%, 5%, or 10%? At which prevalence the row pooled test is no longer effective?
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