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PRMIA 8010 Exam - Topic 2 Question 71 Discussion

Actual exam question for PRMIA's 8010 exam
Question #: 71
Topic #: 2
[All 8010 Questions]

Which of the following statements are true:

1. A transition matrix is the probability of a security migrating from one rating class to another during its lifetime.

2. Marginal default probabilities refer to probabilities of default in a particular period, given survival at the beginning of that period.

3. Marginal default probabilities will always be greater than the corresponding cumulative default probability.

4. Loss given default is generally greater when recovery rates are low.

Show Suggested Answer Hide Answer
Suggested Answer: C

Statement I is incorrect. A transition matrix expresses the probabilities of moving to a given set of ratings at the end of a period (usually one year) conditional upon a given rating at the beginning of the period. It does not make a reference to an individual security and certainly not to the probability of migrating to other ratings during its entire lifetime.

Statement II is correct. Marginal default probabilities are the probability of default in a given year, conditional upon survival at the beginning of that year.

Statement III is incorrect. Cumulative probabilities of default will always be greater than the marginal probabilities of default - except in year 1 when they will be equal.

Statement IV is correct. LGD = 1 - Recovery Rate, therefore a low recovery rate implies higher LGD.


Contribute your Thoughts:

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Beckie
2 months ago
I’m not sure about 3, seems off to me.
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Quiana
2 months ago
Marginal default probabilities are tricky, but I agree with 2.
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Gerardo
2 months ago
Statement 1 is definitely true!
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Raelene
3 months ago
Wow, I didn't know that about loss given default!
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Jutta
3 months ago
I think 3 is misleading, not always true.
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Chau
3 months ago
I feel like statement 4 is true too, since lower recovery rates usually mean higher losses when defaults happen.
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Yuki
3 months ago
Statement 2 sounds familiar, and I believe it's true since marginal probabilities are about defaults in a specific period after survival.
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Micaela
4 months ago
I'm a bit unsure about statement 3. I thought marginal default probabilities could sometimes be less than cumulative ones, but I need to double-check that.
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Pete
4 months ago
I remember studying transition matrices, and I think statement 1 is definitely true. It makes sense for rating migrations.
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Dean
4 months ago
Alright, time to put my credit risk knowledge to the test. I'm feeling confident I can nail this question if I stay focused and don't overthink it.
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Fabiola
4 months ago
Ugh, I hate these multiple-choice questions where you have to pick the true statements. I always second-guess myself on these. I'll just do my best to reason through each option.
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Lavonna
4 months ago
Okay, let me think this through step-by-step. The transition matrix, marginal defaults, and loss given default - I've got those concepts down, I just need to apply them correctly here.
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Loise
5 months ago
Hmm, I'm a bit unsure about the difference between marginal and cumulative default probabilities. I'll need to review those definitions carefully.
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Jesus
5 months ago
This looks like a pretty straightforward question on credit risk concepts. I think I can handle this one.
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Andree
8 months ago
Because marginal default probabilities can be greater than cumulative default probabilities, and loss given default is generally greater when recovery rates are low.
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Sang
8 months ago
Why do you think that?
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Valda
9 months ago
Loss given default? That's just the amount of money I've lost on my investments, am I right?
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Kerry
8 months ago
Loss given default is the amount lost when a borrower defaults on a loan.
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Barney
8 months ago
A) 1 and 3
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Andree
9 months ago
I disagree, I believe the answer is B) 1, 3 and 4.
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Alyce
9 months ago
Marginal default probabilities? Sounds like the kind of thing a financial wizard would say to impress their friends at a cocktail party.
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Sang
10 months ago
I think the correct answer is A) 1 and 3.
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Hermila
10 months ago
A transition matrix? That's like the matrix in the movie 'The Matrix', right? Gotta love those philosophical questions.
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Elise
8 months ago
User 3: Marginal default probabilities are different from cumulative default probabilities.
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Amie
9 months ago
User 2: Yeah, it's about the probability of a security moving between rating classes.
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Marg
9 months ago
User 1: Transition matrix is not like 'The Matrix' movie, it's about probabilities.
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