Random Sample
Sample of n elements selected from a population of A? elements in such a way that the sample has essentially the same characteristics as the population. The random sample serves as the foundation of all probability theory as it relates to probability in sampling. In theory, all subsets drawn from the same sample have an equal chance of being drawn. Sampling is extremely important to the calculation of premium rates. For example, if the insurer wants to predict the probability that a wood-frame house will burn, the sample must be drawn from the population of wood-frame houses, not brick-frame houses.
Popular Insurance Terms
Process whereby a ceding company resumes the insuring of a portfolio of insurance policies which it had previously CEDED to a REINSURER. ...
Policy similar to that of an individual universal life insurance policy except that the coverage is provided (up to a limit) without the requirement of the submission of evidence of ...
Means of borrowing at no charge by a policyowner under universal life insurance policies. ...
Money the policyowner is entitled to receive from the insurance company upon surrendering a life insurance policy with cash value. The sum is the cash value stated in the money the ...
Arrangement by which two or more employers form a coalition to offer a health plan to their employees. The purpose of the coalition is not to purchase health insurance. The MEWAs can be ...
Probability of loss upon which a basic premium rate is calculated. ...
Technique of loss control and reduction of losses in insurance. Supporters of this method believe that the safety attitudes of individuals determine the safety precautions they take. The ...
Insurance for accountants covering liability lawsuits arising from their professional activities. For example, an investor bases a buying decision on the balance sheet of a company's annual ...
Method of calculating the primary insurance amount (PIA) for Social Security benefits. Employees' covered monthly earnings are adjusted to reflect changes in the national average annual ...

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