PRMIA 8010 : Operational Risk Manager (ORM) Exam

  • Exam Code: 8010
  • Exam Name: Operational Risk Manager (ORM) Exam
  • Updated: Aug 02, 2026
  • Q & A: 242 Questions and Answers

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PRMIA 8010 Exam Syllabus Topics:

SectionObjectives
Topic 1: Risk Governance and Frameworks- Three lines of defense model
- Risk governance structures and accountability
Topic 2: Regulatory and Industry Standards- Basel operational risk frameworks
- Regulatory expectations for operational risk management
Topic 3: Operational Risk Fundamentals- Operational risk within enterprise risk management
- Risk taxonomy and loss event types
- Definition and scope of operational risk
Topic 4: Measurement and Quantification- Key risk indicators (KRIs)
- Loss distribution approaches
Topic 5: Mitigation and Control- Internal controls and control testing
- Risk transfer mechanisms including insurance
Topic 6: Risk Identification and Assessment- Risk and control self-assessment (RCSA)
- Scenario analysis and risk mapping

PRMIA Operational Risk Manager (ORM) Sample Questions:

1. The Options Theoretic approach to calculating economic capital considers the value of capital as being equivalent to a call option with a strike price equal to:

A) The notional value ofthe debt
B) The value of the assets
C) The value of the firm
D) The market value of the debt


2. The capital adequacy ratio applied to risk weighted assets for the calculation of capital requirements for credit risk per Basel II is:

A) 150%
B) 12.5%
C) 100%
D) 8%


3. Which of the following is true in relation to the application of Extreme Value Theory when applied to operational risk measurement?
I. EVT focuses on extreme losses that are generally not covered by standard distribution assumptions II. EVT considers the distribution of losses in the tails III. The Peaks-over-thresholds (POT) and the generalized Pareto distributions are used to model extreme value distributions IV. EVT is concerned with average losses beyond a given level of confidence

A) I, II and III
B) I and IV
C) II and III
D) I, II and IV


4. A bank extends a loan of $1m to a home buyer to buy a house currently worth $1.5m, with the house serving as the collateral. The volatility of returns (assumed normally distributed) on house prices in that neighborhood is assessed at 10% annually. The expected probability of default of the home buyer is 5%.
What is the probability that the bank will recover less than the principal advanced on this loan; assuming the probability of the home buyer's default is independent of the value of the house?

A) Less than 1%
B) More than 5%
C) More than 1%
D) 0


5. Random recovery rates in respectof credit risk can be modeled using:

A) the normal distribution
B) the beta distribution
C) the binomial distribution
D) the omega distribution


Solutions:

Question # 1
Answer: A
Question # 2
Answer: D
Question # 3
Answer: A
Question # 4
Answer: A
Question # 5
Answer: B

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