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XP · 2024年07月21日

选项C

NO.PZ2024042601000030

问题如下:

Suppose the hazard rate is constant and equal to 0.090. In this case, each of the following is true except which is false?

选项:

A.

The unconditional one-year default probability is 8.6%

B.

The unconditional two-year default probability is 16.5%

C.

The probability of joint event of survival through the first year and default in the second year is 7.9%

D.

The conditional one-year default probability, given survival through the first year, is 17.3%

解释:

The conditional one-year PD is equal to 8.6%, same as the unconditional one-year default probability.

不是算条件概率吗?

我用 16.5% = 8.6% +(1-8.6%)* d2 算出来 d2 =8.6% 这样算错在哪里了?

为啥C是对的?

2 个答案

品职答疑小助手雍 · 2024年07月26日

C:8.6%*(1-8.6%)=7.9%

D:不用计算,直接就是8.6%。

四等属于差评,需要教研重新回答。回看了所答内容,不存在任何问题。请给出差评理由,以便日后回答。

品职答疑小助手雍 · 2024年07月22日

同学你好,C选项说的是joint event,也就是这个情况是一起的,即第一年没违约第二年违约的概率。

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