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WisconsinX: Financial Math for Actuaries: From Rates to Annuities

Start your actuarial career! Study the time-value of money through learning about interest rates, the present and accumulated values of future payments, and the annuity valuation process. This course covers foundational concepts tested on SOA Exam FM or CAS Exam 2. This course is part 1 of a 2-course program intended to help students prepare for the SOA Exam FM and CAS Exam 2.

Financial Math for Actuaries: From Rates to Annuities
6 semanas
4–6 horas por semana
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Verificación opcional disponible

Hay una sesión disponible:

Una vez finalizada la sesión del curso, será archivadoAbre en una pestaña nueva.
Comienza el 28 mar
Termina el 3 oct

Sobre este curso

Omitir Sobre este curso

In preparation for SOA Exam FM / CAS Exam 2, the Financial Math for Actuaries: From Rates to Annuities course will give you opportunities to better understand the time value of money through these learning activities:

  • Perform calculations relating to the present value, current value, and accumulated value of cash flows, using rates of interest, rates of discount and the force of interest.
  • Calculate the present value, current value, and accumulated value for sequences of non-contingent payments (annuities).
  • Reflect payment timing, longevity, and arithmetic/geometric payment changes in the annuity valuation process.

De un vistazo

  • Institución: WisconsinX
  • Tema: Economía y finanzas
  • Nivel: Intermediate
  • Prerrequisitos:

    A basic understanding of algebra, calc1 is strongly recommended to be successful in this program.

  • Idioma: English
  • Transcripción de video: English
  • Habilidades asociadas:Annuities, Mathematical Finance, Actuarial Exams, Time Value Of Money, Cash Flows

Lo que aprenderás

Omitir Lo que aprenderás

Those enrolled in Financial Math for Actuaries: From Rates to Annuities will learn:

  • To calculate the present value or accumulated value of payments using rates of interest, rates of discount and the force of interest.
  • To calculate the present value or accumulated value for sequences of non-contingent payments (annuities).
  • To reflect payment timing, longevity, and arithmetic/geometric payment changes in the annuity valuation process.

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