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Multiple Choice

The pool of insureds used to predict losses must have which two characteristics?

To predict losses accurately, you want a pool of insureds that represents the overall risk population and provides enough data to be reliable. Random selection helps ensure there’s no systematic bias in who is included, so the sample reflects the true mix of risks. A large exposure means you have many insured units or a lot of risk data, which makes the loss experience more stable and less affected by random fluctuations—this is tied to the law of large numbers. If the pool isn’t randomly selected, certain groups could be over- or under-represented, skewing the forecast. If the pool is too small, results will vary widely from year to year and won’t give a dependable estimate. Choosing only high-risk individuals or screening for riskiness would bias the results upward and fail to represent the broader insured population. Geographically restricting the pool or fixing risk similarly limits representativeness and undermines the reliability of the prediction. So the correct characteristics are a randomly selected pool with a large exposure.

To predict losses accurately, you want a pool of insureds that represents the overall risk population and provides enough data to be reliable. Random selection helps ensure there’s no systematic bias in who is included, so the sample reflects the true mix of risks. A large exposure means you have many insured units or a lot of risk data, which makes the loss experience more stable and less affected by random fluctuations—this is tied to the law of large numbers.

If the pool isn’t randomly selected, certain groups could be over- or under-represented, skewing the forecast. If the pool is too small, results will vary widely from year to year and won’t give a dependable estimate. Choosing only high-risk individuals or screening for riskiness would bias the results upward and fail to represent the broader insured population. Geographically restricting the pool or fixing risk similarly limits representativeness and undermines the reliability of the prediction.

So the correct characteristics are a randomly selected pool with a large exposure.