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For the following conditions, explain whether the cost is cost-effective:
Prevalence 5%
cost per test $100
workers 1000
Test specificity 80%
Test sensitivity 80%
cost of false positive $20000
cost of false negative(or cost of disease) $50000
cost of true positive $0
cost of true negative $0

Show the:
-total number of workers who actually have the disease.
-total number of false positives.
-total number of true positives.
-total cost for administering the test.
-total cost for the false positives.
-total cost for the false negatives.
– total program cost (i.e. cost of false positives, false negatives, true positives, true negatives, and cost of the testing procedure).
-net benefit/loss of the program.

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