Bachelors Program in Banking Finance and Insurance
Risk Management
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Bachelor
Foundations of Risk and Risk Management
Introduction
Risk management is a central discipline in banking, finance and insurance because financial institutions operate by accepting, transforming, pricing and transferring risk. A bank accepts credit risk when it lends, market risk when it holds securities, liquidity risk when it funds long-term assets with short-term liabilities, and operational risk when its processes depend on people and technology. An insurer accepts underwriting risk in exchange for premiums. An investment firm accepts market and investment risk in pursuit of returns.
Risk is therefore not simply an undesirable event. It is a condition of decision-making under imperfect knowledge. Effective risk management does not attempt to eliminate every risk. Instead, it identifies exposures, evaluates possible outcomes, determines whether the risks are acceptable, and selects appropriate controls, financing arrangements and monitoring systems.
This chapter establishes the conceptual foundations needed for later study of credit risk, market risk, insurance risk, enterprise risk management, regulation and quantitative risk measurement.
Learning Objectives
By the end of this chapter, students should be able to:
Explain risk, uncertainty, exposure, hazard, probability, loss and volatility.
Distinguish pure, speculative, systematic and idiosyncratic risks.
Explain the relationship between risk and expected return.
Describe diversification and its limits.
Trace the evolution and objectives of risk management.
Apply basic risk concepts to banking, finance and insurance decisions.
Recognize ethical, governance and regulatory responsibilities in risk management.
1. The Meaning of Risk
In everyday language, risk often means the possibility of harm. In finance and insurance, the concept is more precise: risk is the effect of uncertainty on objectives. The effect may be negative, neutral or positive, although professional risk management commonly emphasizes adverse consequences.
A useful decision-oriented definition is:
Risk is the possibility that actual outcomes will differ from expected outcomes, creating gains, losses or failure to achieve objectives.
This definition contains three important elements:
an objective, such as earning a target return or maintaining solvency;
uncertainty about future conditions; and
consequences if the outcome differs from expectations.
Risk is not identical to danger. Danger refers to a source of potential harm, while risk combines the source of harm with its likelihood and consequences. A flood-prone location is a danger; the probability and financial impact of flooding for a particular building constitute its risk.
Risk, uncertainty and ambiguity
Risk and uncertainty are related but distinct. Under a common distinction associated with Frank Knight, risk refers to situations in which possible outcomes and their probabilities can be estimated, whereas uncertainty refers to situations in which probabilities are unknown or unreliable.
For example, an insurer may estimate the frequency of automobile accidents from a large historical database. This is a risk situation. By contrast, estimating the financial consequences of a completely novel cyberattack may involve fundamental uncertainty because relevant historical observations are limited.
The distinction is not absolute. A situation may begin as uncertainty and become more measurable as data, models and experience accumulate. Conversely, a model may create an appearance of precision even when its assumptions are weak. Professionals must therefore distinguish measured risk from model-based estimates of risk.
Exposure
An exposure is a person, asset, activity, obligation or position that may be affected by an uncertain event. Examples include:
a mortgage loan exposed to borrower default;
a foreign-currency payable exposed to exchange-rate movements;
an insurer’s portfolio exposed to claims;
a bank’s payment system exposed to operational disruption; and
an investment portfolio exposed to changes in interest rates.
Exposure is not itself a loss. It is the condition that makes a loss possible. The size, duration, location and characteristics of an exposure influence the potential severity of an adverse outcome.
Hazard
A hazard is a condition that increases the likelihood or severity of a loss. Insurance traditionally distinguishes several types:
Physical hazard: a physical condition that increases loss probability, such as defective wiring.
Moral hazard: an increase in risk-taking caused by dishonesty or intentional behavior.
Morale hazard: careless behavior because a person feels protected from the consequences.
Legal or regulatory hazard: rules, litigation or regulatory actions that increase potential costs.
Hazards are important because risk controls often target hazards rather than events themselves. Fire alarms may reduce the severity of a fire; credit covenants may reduce borrower opportunism; segregation of duties may reduce fraud risk.
Probability
Probability expresses the likelihood assigned to an event. For an event A, its probability is written as P(A). In the classical probability framework, probabilities range from 0 to 1, where 0 means impossible and 1 means certain.
For mutually exclusive events A₁, A₂, ..., Aₙ that cover all possible outcomes:
P(A₁) + P(A₂) + ⋯ + P(Aₙ) = 1
Probability may be based on long-run frequency, observed data, expert judgment or a model. In banking and insurance, probabilities are often estimated rather than directly observed. A probability estimate is meaningful only when its data, time horizon, population and assumptions are understood.
Loss
A loss is an adverse financial, physical, operational, legal or reputational consequence. Loss can be measured in monetary terms, but not every consequence is immediately measurable. For a bank, loss may include principal not recovered, lost interest, legal expense, regulatory penalties and reputational damage.
A simple expected-loss relationship is:
Expected Loss = Probability of Loss × Loss Severity
For credit risk, a commonly used approximation is:
EL = PD × LGD × EAD
where:
EL is expected loss;
PD is probability of default over a specified horizon;
LGD is loss given default, expressed as a proportion of exposure; and
EAD is exposure at default, measured in currency units.
This relationship assumes that the three components are defined consistently over the same time horizon and exposure population. It is a simplified expected-value model; it does not describe the full distribution of unexpected losses.
Worked example. A bank has a loan exposure of $2,000,000. The estimated one-year probability of default is 3%, and loss given default is 40%.
EL = 0.03 × 0.40 × $2,000,000 = $24,000
The estimated one-year expected loss is $24,000. This does not mean that exactly $24,000 will be lost. Actual loss may be zero or substantially larger. The estimate supports pricing, provisioning and capital decisions.
Volatility
Volatility measures the variability of an observed quantity, commonly a financial return, around its average. Higher volatility means a wider dispersion of possible outcomes, although volatility alone does not reveal whether outcomes are favorable or unfavorable.
For a sample of n returns R1, R2, ..., Rn, the arithmetic mean return is:
R̄ = (1/n) ∑ᵢ₌₁ⁿ Rᵢ
The sample standard deviation is:
s = √[(1/(n−1)) ∑ᵢ₌₁ⁿ (Rᵢ − R̄)²]
Here, R̄ is the sample mean and s is the sample standard deviation. Returns must be measured consistently—for example, all monthly or all annual returns. The divisor n−1 is used for the usual unbiased estimate of population variance from a sample.
Volatility is a useful measure of market risk, but it has limitations. It may treat upward and downward movements equally, fail to capture extreme tail events, and understate risk when market prices are illiquid or historical data are unrepresentative.
2. Classifications of Risk
Classification helps managers select suitable measurement and control techniques. The categories below are not mutually exclusive in every situation; a single exposure may possess several characteristics.
Pure and speculative risk
Pure risk involves only the possibility of loss or no loss. Examples include fire, theft, employee injury and equipment failure. Insurance is particularly suited to many pure risks because large groups of similar exposures can support statistical estimation and risk pooling.
Speculative risk involves the possibility of gain, loss or no change. Examples include lending, investing in shares, launching a product and entering a foreign-exchange position. Speculative risks are usually retained or actively managed rather than transferred entirely through traditional insurance.
The distinction is useful but not perfect. A business decision may be speculative for the firm while creating pure loss exposure for another party. Moreover, insurance products and derivatives can transfer or reshape some speculative risks.
Systematic and idiosyncratic risk
Systematic risk, also called market or non-diversifiable risk, affects many assets or institutions simultaneously. Examples include economy-wide recessions, broad interest-rate changes, severe inflation, major geopolitical events and widespread financial contagion.
Idiosyncratic risk, also called unsystematic or diversifiable risk, is specific to a company, borrower, asset or project. Examples include a particular borrower’s fraud, a factory fire at one firm, or the failure of one company’s product.
Diversification can reduce idiosyncratic risk by combining exposures whose adverse outcomes are not perfectly related. It cannot reliably eliminate systematic risk because the same broad shock affects many holdings.
Other important classifications
Financial institutions also classify risk by source:
Credit risk: the possibility that a counterparty fails to meet contractual obligations.
Market risk: the possibility of loss from movements in prices, rates, spreads or exchange rates.
Liquidity risk: the possibility that an institution cannot meet obligations when due without unacceptable cost.
Operational risk: the possibility of loss resulting from inadequate processes, people, systems or external events.
Legal and compliance risk: the possibility of loss from unenforceable contracts, violations or regulatory action.
Reputational risk: the possibility that stakeholder trust declines, reducing revenue, funding access or franchise value.
Strategic risk: the possibility that business choices or implementation fail to achieve objectives.
These categories may interact. For example, a cyber incident is operational in origin, may create liquidity pressure, trigger legal claims and damage reputation.
3. Risk, Return and Diversification
Investors and financial institutions generally require compensation for bearing certain risks. The risk-return relationship is not a promise that every risky investment earns a higher return. Rather, it states that investors usually demand higher expected returns for accepting risks that cannot be cheaply avoided and that are relevant to their welfare.
Expected return
If an investment can produce outcomes R1, R2, ..., Rn with probabilities p1, p2, ..., pn, its expected return is:
E(R) = ∑ᵢ₌₁ⁿ pᵢRᵢ
where pᵢ ≥ 0 and ∑pᵢ = 1. Expected return is a probability-weighted average, not a guaranteed result.
Example. An investment has a 40% probability of returning 12% and a 60% probability of returning 2%.
E(R) = (0.40 × 12%) + (0.60 × 2%) = 6%
The expected return is 6%.
Portfolio return
For a portfolio containing assets with weights wi and returns Ri, portfolio return is:
Rp = ∑ᵢ₌₁ⁿ wᵢRᵢ
The weights represent the proportion of portfolio value invested in each asset and normally sum to 1 for a fully invested portfolio. If borrowing or cash holdings are included, weights may be negative or may not represent only risky assets.
Portfolio risk and correlation
Portfolio risk depends not only on the risk of each asset but also on how asset returns move together. For a two-asset portfolio, variance is:
σₚ² = w₁²σ₁² + w₂²σ₂² + 2w₁w₂ρ₁₂σ₁σ₂
where σₚ² is portfolio variance, σ₁ and σ₂ are the standard deviations of the two asset returns, and ρ₁₂ is their correlation coefficient, ranging from −1 to +1. The weights are w₁ and w₂. Portfolio standard deviation is σₚ = √σₚ².
The covariance term is essential. If assets are not perfectly positively correlated, combining them can reduce portfolio risk. Diversification is strongest when exposures have low or negative correlation, but correlation can rise sharply during crises.
Conceptual risk-return diagram showing diversification and the efficient frontier
Figure: Conceptual risk-return diagram showing diversification and the efficient frontier
Figure: Conceptual relationship between portfolio risk, expected return and diversification. The curve is illustrative rather than an empirical estimate.
Diversification in banking and insurance
Diversification is not limited to securities portfolios. A bank may diversify by borrower, industry, geography, maturity and product. An insurer may diversify across policyholders, regions, perils and lines of business. However, diversification must be economically meaningful. Ten loans to companies dependent on the same commodity are not genuinely independent exposures.
Diversification also creates costs. Monitoring many exposures may be expensive, operational complexity may increase, and excessive diversification can weaken expertise or reduce accountability. The objective is not maximum variety but an efficient balance between concentration, control and return.
4. The Evolution of Risk Management
Risk management developed from separate specialist activities into an integrated governance discipline.
Early practices: protection and insurance
Early risk responses included avoidance, physical protection, mutual aid and contractual transfer. Modern insurance developed from pooling arrangements that spread the financial consequences of uncertain events across many policyholders. The underlying logic remains important: independent or sufficiently diverse exposures allow losses affecting some members to be funded by contributions from the wider pool.
Financial risk measurement
As financial markets expanded, institutions developed methods for measuring interest-rate, currency, credit and investment risks. Portfolio theory formalized diversification. Derivatives enabled institutions to transfer or reshape market exposures. Statistical models became increasingly important in pricing, capital allocation and stress testing.
Enterprise risk management
Traditional systems often managed risks in separate departments. Enterprise risk management (ERM) views risk across the whole organization. It connects strategy, governance, risk appetite, capital, controls, reporting and performance. ERM recognizes that risks may interact and that an apparently profitable activity may be unacceptable after considering liquidity, operational, legal and reputational effects.
Lessons from crises
Financial crises demonstrated the danger of excessive leverage, weak liquidity planning, poor governance, concentration and overreliance on historical models. They also showed that risks can be correlated through common funding sources, collateral values, payment systems and market sentiment. Contemporary practice therefore combines quantitative models with qualitative judgment, scenario analysis, stress testing and independent challenge.
5. Objectives and Process of Risk Management
The primary objective of risk management is to support the achievement of organizational objectives within an approved risk appetite. It is not simply to minimize risk. Eliminating all risk would also eliminate many productive activities, including lending, investment and innovation.
Important objectives include:
Protecting solvency and financial strength. Institutions must remain able to absorb losses and meet obligations.
Supporting informed decisions. Managers need reliable information about uncertainty and consequences.
Improving risk-adjusted performance. Returns should be assessed in relation to capital, liquidity and risk consumption.
Meeting legal and regulatory duties. Institutions must comply with prudential, conduct, consumer-protection and reporting requirements.
Protecting customers and stakeholders. Risk management should reduce avoidable harm and preserve trust.
Ensuring continuity. Business continuity and resilience reduce disruption from operational and external events.
A practical risk-management cycle includes the following stages:
Establish context and objectives
The organization defines its mission, strategy, stakeholders, legal environment, time horizon and risk appetite. Risk appetite describes the amount and type of risk an organization is willing to accept in pursuit of objectives. Risk tolerance translates this broad position into boundaries, such as maximum concentration, liquidity minimums or loss limits.
Identify risks and exposures
Identification uses process mapping, interviews, historical loss data, audits, scenario analysis, customer information and environmental scanning. A risk register records the source, event, consequences, existing controls, owner and review date.
Analyze and evaluate
Analysis considers likelihood, severity, timing, correlation, velocity and control effectiveness. Evaluation compares the resulting risk with appetite and tolerance. Quantitative techniques may include expected loss, sensitivity analysis, value-at-risk, stress testing and capital analysis. Qualitative scales are useful when data are scarce but should be defined consistently.
Select responses
Common responses are:
Avoid: discontinue the activity creating unacceptable risk.
Reduce: lower likelihood or impact through controls.
Transfer or share: use insurance, derivatives, outsourcing or contractual allocation.
Retain: accept the risk consciously, often with reserves or capital.
Exploit or enhance: where uncertainty may create beneficial opportunities, increase exposure within approved limits.
Risk transfer does not always remove risk. Outsourcing a process may transfer performance responsibilities contractually but leave the institution exposed to service failure, regulatory consequences and reputational damage.
Implement, monitor and report
Controls must be assigned to accountable owners. Key risk indicators, limit breaches, loss events, complaints, liquidity measures and emerging-risk indicators should be monitored. Reporting must be timely, accurate and understandable to the intended decision-maker.
Review and improve
Risk management is dynamic. Assumptions, exposures, regulations, technology and stakeholder expectations change. Internal audit, independent validation, incident reviews and lessons learned support continuous improvement.
6. Governance, Ethics and Regulation
Risk management is a governance responsibility, not merely a technical function. The board normally approves strategy, risk appetite and major policies. Senior management implements the framework. Business units own the risks they create, while an independent risk function provides challenge, aggregation and advice. Internal audit independently evaluates governance and controls.
Ethical risk management requires honesty in reporting, fair treatment of customers, responsible use of data and avoidance of conflicts of interest. A model that improves short-term profit by encouraging unsuitable lending may create long-term consumer, legal and reputational harm.
Key governance principles include:
clear accountability and segregation of duties;
documented risk appetite and escalation procedures;
reliable data and transparent reporting;
independent review of important models;
protection for good-faith whistleblowing;
proportional controls that reflect the significance of the risk; and
regular board and management challenge.
Regulatory capital and solvency requirements are designed to ensure that institutions hold financial resources against material risks. Capital is not a substitute for controls, however. A bank cannot solve poor conduct, weak cybersecurity or unreliable data simply by holding more capital.
7. Technology, Data and Emerging Risks
Technology strengthens risk management through real-time monitoring, automated control testing, anomaly detection, scenario analysis and improved data integration. Artificial intelligence can support fraud detection, credit assessment and early-warning systems. Its use creates additional risks, including biased training data, lack of explainability, privacy breaches, model drift, cyberattacks and overreliance on automated outputs.
Sound practice requires human accountability, documented model purpose, validation, access controls, data-quality monitoring, performance testing and a clear process for overriding or challenging automated decisions. Artificial intelligence should augment professional judgment, not remove responsibility from decision-makers.
Emerging risks include climate-related physical and transition risks, geopolitical disruption, supply-chain concentration, digital dependency and new forms of cybercrime. These risks often have long horizons, uncertain probabilities and cross-sector effects. Scenario analysis and resilience planning are therefore particularly important.
8. Illustrative Case: A Concentrated Commercial Loan Portfolio
Background
Riverland Bank is a fictional regional bank with a strong commercial-lending franchise. Its loan book appears diversified because it contains 120 separate borrowers. However, 70% of the borrowers depend directly or indirectly on construction activity, and many pledged similar commercial property as collateral.
Problem
Management reports low historical default rates and approves further construction lending. A rise in interest rates reduces property demand and increases borrowers’ financing costs. Property valuations fall, construction projects are delayed and several borrowers experience liquidity difficulties.
The bank initially focuses on individual borrower probabilities of default. It underestimates concentration risk, correlated collateral values and the possibility that many borrowers will default together.
Analysis
The bank’s exposures are idiosyncratically different at the borrower level but systematically connected through the construction sector and property market. Historical averages are not reliable under changed economic conditions. The bank should analyze:
sector and geographic concentration;
common collateral and guarantors;
maturity and refinancing concentration;
sensitivity to interest rates and property prices;
liquidity consequences of delayed repayments; and
capital adequacy under adverse scenarios.
A stress scenario might assume a material property-price decline, higher refinancing rates and a prolonged construction slowdown. The result should be assessed not only through expected loss but also through severe loss, liquidity needs and capital impact.
Approach and solution
Riverland Bank establishes sector limits, improves borrower cash-flow monitoring, requires updated valuations, reviews covenant quality and reduces incremental exposure to highly correlated projects. It builds management information that aggregates loans by sector, sponsor, collateral type and region. It also increases contingency liquidity and performs regular stress tests.
The bank does not exit all construction lending. Instead, it prices risk more accurately, strengthens underwriting, diversifies toward less-correlated sectors and requires capital commensurate with its remaining exposure.
Outcome
When the property slowdown continues, losses occur but remain manageable. The bank identifies vulnerable borrowers early, negotiates restructurings where economically justified and avoids forced asset sales during the worst market conditions.
Learning points
The number of borrowers is not a sufficient measure of diversification.
Common economic drivers can create correlated defaults.
Expected loss does not capture the full range of adverse outcomes.
Stress testing is valuable when historical data do not represent future conditions.
Risk management must connect lending decisions, pricing, capital and liquidity.
Challenges and Limitations
Risk management faces several fundamental limitations. First, probabilities may be estimated from incomplete or biased data. Second, models simplify reality and may fail during structural breaks. Third, individuals and institutions may respond to controls in unexpected ways, creating moral hazard or regulatory arbitrage. Fourth, correlations are unstable and may increase in crises. Fifth, risk measures can encourage false confidence when presented with excessive precision.
Effective practice responds by combining models with expert judgment, using multiple scenarios, documenting assumptions, challenging optimistic forecasts and maintaining adequate buffers. Risk culture is equally important: employees must be willing to report bad news, and senior leaders must reward long-term resilience rather than only short-term revenue.
Chapter Summary
Risk is the possibility that uncertainty will affect objectives. It must be distinguished from exposure, hazard, probability, loss and volatility. Pure risk offers loss or no loss, while speculative risk includes gain; systematic risk affects broad markets, while idiosyncratic risk is specific to an entity or exposure. Expected loss can be approximated by probability of loss multiplied by severity, and credit expected loss is often represented as PD × LGD × EAD.
Risk and expected return are related, but risky outcomes do not guarantee higher realized returns. Diversification can reduce idiosyncratic risk when exposures are not perfectly correlated, but it cannot eliminate systematic risk and may fail during crises. Risk management has evolved from protection and insurance into enterprise-wide governance involving identification, analysis, evaluation, response, monitoring and review.
The objectives of risk management include protecting solvency, supporting informed decisions, improving risk-adjusted performance, meeting legal duties, protecting stakeholders and maintaining continuity. Effective systems require clear accountability, reliable data, independent challenge, ethical conduct, stress testing and continuous adaptation to technology and emerging risks.
Key Terms
Risk: The effect of uncertainty on objectives.
Uncertainty: A condition in which future outcomes or their probabilities are imperfectly known.
Exposure: A person, asset, activity or obligation that may be affected by an uncertain event.
Hazard: A condition that increases the likelihood or severity of loss.
Probability: A numerical or judgmental expression of the likelihood of an event.
Loss: An adverse financial, physical, operational, legal or reputational consequence.
Volatility: The variability of a quantity, commonly a financial return, around its average.
Pure risk: Risk involving the possibility of loss or no loss, but not gain.
Speculative risk: Risk involving possible gain, loss or no change.
Systematic risk: Broad risk affecting many assets, markets or institutions.
Idiosyncratic risk: Risk specific to a particular entity, asset or project.
Diversification: Combining exposures to reduce reliance on any single risk source.
Correlation: A measure of the degree to which two variables move together.
Expected loss: Probability-weighted average loss over a specified horizon.
Risk appetite: The amount and type of risk an organization is willing to accept.
Risk tolerance: Specific limits within which risk-taking is permitted.
Risk transfer: Allocating financial consequences to another party through insurance, contracts or derivatives.
Enterprise risk management: An integrated approach to managing risks across an organization.
Stress testing: Analysis of the effect of specified adverse scenarios on an institution.
Risk culture: Shared attitudes and behaviors concerning risk-taking and control.
Review Questions
Short Answer Questions
Define risk and explain how it differs from uncertainty.
Distinguish an exposure from a hazard and provide one example of each.
What is the difference between pure risk and speculative risk?
Why can diversification reduce idiosyncratic risk but not systematic risk?
State the main stages of the risk-management cycle.
Long Answer Questions
Explain the relationship among probability, loss severity, expected loss and volatility.
Discuss how risk and expected return are related in investment decision-making.
Compare systematic and idiosyncratic risk in the context of a commercial bank.
Describe the evolution from traditional insurance and risk protection to enterprise risk management.
Explain the roles of the board, senior management, business units, risk functions and internal audit in risk governance.
Analytical / Application Questions
A bank has an exposure at default of $5 million, a probability of default of 4% and loss given default of 35%. Calculate expected loss and explain why actual loss may differ.
An insurer has many policies issued to businesses located in the same flood-prone region. Evaluate whether the portfolio is diversified and recommend two risk responses.
A portfolio contains two assets with low average correlation, but their prices fall together during a financial crisis. Explain why diversification may weaken in a crisis and identify two techniques that should supplement historical volatility analysis.
Multiple Choice Questions with Answers
Question 1
Which statement best describes risk?
A. A guaranteed financial loss
B. The effect of uncertainty on objectives
C. A condition that always produces a gain
D. A regulatory penalty only
Correct Answer: B. The effect of uncertainty on objectives
Question 2
A condition such as defective wiring that increases the likelihood or severity of loss is called a:
A. Hazard
B. Return
C. Diversifier
D. Tolerance limit
Correct Answer: A. Hazard
Question 3
Which type of risk involves the possibility of gain, loss or no change?
A. Pure risk
B. Systematic risk
C. Speculative risk
D. Operational risk
Correct Answer: C. Speculative risk
Question 4
Which risk is generally reducible through holding exposures to different companies and industries?
A. Systematic risk
B. Idiosyncratic risk
C. Inflation risk affecting the whole economy
D. Economy-wide interest-rate risk
Correct Answer: B. Idiosyncratic risk
Question 5
A loan has PD of 2%, LGD of 50% and EAD of $1,000,000. What is its expected loss?
A. $1,000
B. $10,000
C. $20,000
D. $25,000
Correct Answer: B. $10,000
Question 6
What primarily determines whether combining two assets reduces portfolio risk?
A. Their names and industries only
B. Their correlation and individual risk levels
C. The face value of one asset only
D. The number of employees at the issuers
Correct Answer: B. Their correlation and individual risk levels
Question 7
Which is an example of risk transfer?
A. Ignoring a known exposure
B. Using insurance to allocate specified loss consequences
C. Increasing concentration in one borrower
D. Removing all monitoring controls
Correct Answer: B. Using insurance to allocate specified loss consequences
Question 8
What is the main purpose of a stress test?
A. To guarantee the future return of an asset
B. To replace all governance processes
C. To examine effects of specified adverse scenarios
D. To eliminate systematic risk
Correct Answer: C. To examine effects of specified adverse scenarios
Question 9
Which statement about expected return is correct?
A. It is a guaranteed realized return
B. It is a probability-weighted average of possible returns
C. It is always equal to volatility
D. It excludes the probabilities of outcomes
Correct Answer: B. It is a probability-weighted average of possible returns
Question 10
Why may a bank with many borrowers still have concentration risk?
A. Borrowers may share common sectors, collateral or economic drivers
B. Borrowers always have independent outcomes
C. Concentration risk exists only in equity markets
D. The number of borrowers automatically determines diversification
Correct Answer: A. Borrowers may share common sectors, collateral or economic drivers