63. A pension plan manager sets aside funds to cover annual pension payments for retirees for the next 20 years. How does calculating the present value of an annuity (PVA) help with this planning?
Answer: A
Calculating the present value of an annuity (PVA) shows the current amount needed to fund the annuity payments to the retirees.
Determining the present value of an annuity is crucial for a pension plan manager because it provides the amount of money that needs to be set aside today to ensure that future pension payments can be made to retirees over the next 20 years.
A) It shows the current amount needed to fund the annuity payments to the retirees.
This option is correct because calculating the present value of an annuity directly informs the manager of the total current funds required to meet the future obligations of pension payments. It allows for proper financial planning and ensures that there are sufficient resources available when the payments come due.
B) It determines the interest rate required to meet future obligations.
This option is incorrect as calculating the present value of an annuity does not determine the interest rate needed for future obligations. Instead, it focuses on the current value of future cash flows, assuming a specific interest rate, rather than finding the rate itself.
C) It calculates the impact of inflation on the pension payments.
This option is also incorrect because the present value calculation does not inherently account for inflation. While inflation may impact the purchasing power of future payments, the PVA calculation focuses solely on converting future cash flows to their present value based on a specified discount rate.
D) It projects the future value of annual contributions to the pension fund.
This option is incorrect as well. The present value of an annuity specifically addresses the present worth of future payments rather than forecasting the future value of contributions to the fund. It does not consider how contributions will grow over time.
Conclusion
The correct answer, A, is definitive as it directly relates to the purpose of calculating the present value of an annuity, which is to ascertain the amount needed today for future payments. All other options misinterpret the function of the PVA calculation, focusing on aspects that are not pertinent to establishing the necessary current funding for retiree payments.