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Immunization Example (SOA Exam FM - Financial Mathematics - Module 4, Section 5, Example 1) 

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SOA Exam FM (Financial Mathematics) Module 4, Section 5, Example 1
Example given in the video:
A company has a liability of 72,900 due in two years. They wish to immunize this liability at an interest rate that corresponds to an annual discount factor of 𝑣=0.9 by using a one-year zero coupon bond and a three-year zero coupon bond. Determine how much of the one and three year bonds should be bought.
After completing this video you should be able to:
Define and recognize the definitions of the following terms: immunization (including full immunization), Redington immunization.
Fact: If there is an asset on each side of a liability, and the first two conditions of immunization are satisfied, then full immunization is achieved.
If there is a liability on each side of an asset, then immunization cannot be achieved.

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15 окт 2024

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Комментарии : 8   
@epsilon9186
@epsilon9186 2 года назад
So helpful to hear another voice explain it in a different way. Thank you for all your content!
@minhngocle3356
@minhngocle3356 3 года назад
Thank you! Such a well explained video I could find.
@analystprep
@analystprep 3 года назад
Glad it was helpful!
@surendrabarsode8959
@surendrabarsode8959 4 года назад
Thanks. Very nicely explained.
@analystprep
@analystprep 4 года назад
So nice of you
@스텔-c6o
@스텔-c6o 4 года назад
agree, clear and short to the point
@carlostorres-rivera7200
@carlostorres-rivera7200 3 года назад
Wait... Does this mean that you can obtain the immunization rate by taking the derivative of P(i) and setting it equal to zero? Since the interest rate in which P(i)=0 is a minimum.
@yaweli2968
@yaweli2968 26 дней назад
If you want to know much of the one year and 3 year zero coupon bonds should be bought, shouldn’t the answer be the present values of F1 and F3 instead of the face amounts? I am thinking you buy a bond at a price at time 0, and not the face amount.
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