Summary - C1-7

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Last updated 9:17 PM on 3/22/26
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35 Terms

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μx =

μx+t =

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fx(t) =

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tpx =

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tqx =

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E[Tx] =

E[Tx2] =

Complete Expectation of Life

<p>Complete Expectation of Life</p>
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E[Kx] =

E[Kx2] =

Curtate Expectation of Life

<p><span>Curtate Expectation of Life</span></p>
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Number of survivors/death calculations

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UDD

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CFM

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Discount Factor

Discrete vs Continuous

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Life Insurance Overview

PV (cont, discrete) + symbol for APV

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EPV

Continuous Whole Life

Discrete Whole Life

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Pure Endowment

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Life Insurance Relationships

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UDD & CA

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Life Insurances

Second Moment

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EPV:

Continuous Whole Life Annuity

Whole Life Annuity-Due

Whole Life Annuity-Immediate

<p></p>
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EPV:

Term Life Annuity-Due

Term Life Annuity-Immediate

Continuous Term Life Annuity

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term image
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term image
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Annuities

Variances

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Annuities Relations

Guaranteed Annuity =

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98th percentile means

98th percentile means the survival probability equals 0.98

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The Loss at Issue Random Variable

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When are premiums paid?

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Calculating the "Tipping Point" of Profitability

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The Percentile Premium Principle

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V[L] =

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The Percentile Premium Principle

Shortcuts

<p></p>
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To model this "extra risk" in EPV calculations, one of three methods are usually used:

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The Future Loss Random Variable

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The Future Loss Random Variable

Assumptions & Company Valuation

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<p></p>

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When dealing with Constant Force of Mortality / Interest

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CFM distribution

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