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
Same as term Disability Benefit: income paid under a disability policy that is not covered under workers compensation benefits. It is usually expressed as a percentage of the insured's ...
To which the original investment sums build at a stipulated interest rate. ...
Ordinary life insurance under which premiums are calculated so that the first few years of premiums are less than normal, and subsequent premiums are higher than normal. ...
Endorsement to a homeowners insurance policy or a personal automobile policy (pap) that covers physical damage to a snowmobile wherever it happens to be. Coverage can be on named peril or ...
Specific time at which the insurance policy coverage begins and ends. ...
Individual licensed to sell securities to the public. For example, to sell variable annuities and variable life insurance products and mutual funds, an insurance agent is required to pass ...
Insurance on the life of the employee, paid for by the company, with the company being the beneficiary under the policy. This insurance vehicle is being used more and more to fund ...
Coverage in which an applicant lot required to take a medical examination, instead answers written questions to ascertain his current physical condition. ...
Provision in many property insurance policies that allows an insured to pick coverage for selected perils. The choices are explosion; explosion, riot and civil commotion; explosion, riot ...

Have a question or comment?
We're here to help.