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IreneZz · 2019年11月03日

问一道题:NO.PZ2019052801000026

问题如下:

Suppose we have a well-diversified $100 million equity portfolio. The portfolio beta relative to the S&P 500 is 1.2. The current value of the 3-month S&P 500 Index is 1,000. The multiplier is 250. If we want to adjust the portfolio beta to 1.8, how many S&P 500 contracts we need?

选项:

A.

long 200 contracts.

B.

long 220 contracts.

C.

long 280 contracts.

D.

long 240 contracts.

解释:

D is correct.

考点:Hedging With Stock Index Futures

解析:

[#PZMATH2120#]

where beta = 1.2, target beta = 1.8, A = 250 x 1,000, P = $100 million

答案看不见,新系统不兼容吗?

1 个答案
已采纳答案

品职答疑小助手雍 · 2019年11月03日

同学你好,可能个别有bug吧。

解释:

D is correct.

考点:Hedging With Stock Index Futures

解析:


where beta = 1.2, target beta = 1.8, A = 250 x 1,000, P = $100 million

IreneZz · 2019年11月03日

感觉对于解析还是有一点不了解,那D是怎么求出来的呢?

品职答疑小助手雍 · 2019年11月03日

这个课上应该讲过公式的,直接套就可以。(1.8-1.2)*100million/(250*1000)=240

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