NO.PZ2021060201000026
问题如下：
Johnson is an portfolio manager who discuss with the investment committee (IC) of the EUH University Endowment. He reviewed the future liquidity needs of the endowment fund and analyzes one of its holdings in a private distressed debt fund. He notes the following about the fund:
· As of the end of the most recent year:
· The net asset value of the endowment fund invested in the fund was €30,000,000.
· All capital had been called.
· At the end of the current year, Johnson expects a distribution of 20% to be paid.
· Johnson estimates that the fund’s expected growth rate is 10%.
Calculate the expected NAV of the fund at the end of the next year.
选项：
解释：
The expected NAV of the fund at the end of the next year is €29,040,000, calculated as follows:
First, the expected distribution at the end of the current year is calculated as
Expected distribution = [Prior-year NAV × (1 + Growth rate)] × (Distribution rate).
Expected distribution = [(€30,000,000 × 1.1) × 20%] = €6,600,000.
Therefore, the expected NAV of the fund at the end of the next year is
Expected NAV = [Prior-year NAV × (1 + Growth rate) + Capital contributions – Distributions)] × (1 + Growth rate).
Expected NAV = [(€30,000,000 × 1.1) + 0 − €6,600,000] × 1.1 = €29,040,000.
这个就是要记住公式
我看了其他同学的问题以及老师的解答。是否可以这么理解:
第一步，先通过the end of the most recent year的条件，用公式求出end of current year的NAV为26 400 000。
第二部，再用同样公式求出end of next year的NAV。因为此时contribution和distribution都为0，所以直接是26 400 000乘以增长率(1+10%)。
假如题目说每年分红为20%，那么就像第二步就也要减去26 400 000*(1+10%)*20%
