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
coverage for contingent liability exposure. ...
Written contract between an insured and an insurance company stating the obligations and responsibilities of each party. ...
Proceeds from a life insurance policy paid on a monthly basis instead of in a lump sum. ...
Coverage for the inside of an insured premises of a business firm if it experiences a loss of money, securities, personal property, and damage or destruction of real or personal property ...
Fund that concentrates primarily on short-term government securities, certificates of deposit with maturities less than one year, and high-quality interest-bearing corporate debt. The fund ...
Interest earned but not yet paid for a period of time that has elapsed since the last interest payment. ...
Approach that reflects losses expected. It is a calculation of the pure cost of property or liability insurance protection without loadings for the insurance company's expenses, premium ...
Program of health care designed for the prevention and/or reduction of illnesses by providing such services as regular physical examinations. This care is in opposition to curative care, ...
Figure in a mortality table derived by dividing the number of people alive at the end of a given year by the number of people alive at the beginning of that same year. ...

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