Preliminary Term
Life insurance accounting method that does not require any terminal reserve for a policy at the end of the first year. First-year policy acquisition expenses, such as agent commission, medical examination, and premium tax, are often too large to leave enough of the end-of-the-year premium for addition to the premium reserve required under state full valuation reserve standards. In order to avoid taking the difference between the amount of the premium remaining and the required addition to reserves out of the insurance company's surplus account, the full preliminary term reserve valuation method is sometimes used. This leaves more of the premium available to cover acquisition cost and first-year claims.
Popular Insurance Terms
Modified collateral split dollar life insurance plan under which the employee purchases and owns a life insurance policy on the employee's own life. The employer makes the unscheduled ...
Status in which an insurance company holds funds of its insureds (the payment of premiums) in trust, and through an insuring agreement promises to make all benefit payments for which it has ...
Reinsurance: surplus reinsurance contracts under which the agreement between an insurer and a re insurer is based on the ceding company's line guide, such that the amount re insured is ...
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Clause in a property insurance policy that stipulates that either the insurer or the insured has the right to demand an appraisal in order to determine the monetary damage or loss to an ...
Provision in commercial property coverage under which an insured must report the value of an insured property at periodic intervals in order to preserve coverage up to values reported. In ...
Combination property, liability, and business interruption policy. It is usually written to cover expenses of small and medium size businesses resulting from damage or destruction of ...
Nonparticipating life insurance under which the first few annual premiums are smaller than would be the case under a traditional nonparticipating policy. While the maximum amount of these ...

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