Central Banking, Monetary Policy and Interest Rates

Introduction and context

Central banks occupy a distinctive position in modern financial systems. They issue or manage the monetary base, provide settlement infrastructure, influence economy-wide financing conditions, supervise or support financial stability, and act as lender of last resort in carefully defined circumstances. Their decisions affect commercial-bank profitability, household borrowing, corporate investment, asset prices, exchange rates, inflation and employment.

For accounting and finance students, central banking is important for two reasons. First, monetary policy changes the economic environment in which banks and firms operate. Secondly, a bank’s balance sheet is directly connected to the monetary system through deposits, reserves, securities and central-bank facilities. Understanding these relationships helps explain why a change in a policy rate can affect loan pricing, impairment provisions, liquidity management, bond valuations and capital planning.

Monetary policy is the process through which a central bank uses its authority and instruments to influence monetary and financial conditions in pursuit of objectives such as price stability, sustainable output and employment, and financial-system stability. The precise mandate differs across jurisdictions. Some central banks have a primary inflation objective; others have dual mandates or additional responsibilities concerning exchange rates and financial stability.

Learning objectives

By the end of this chapter, you should be able to:

• explain the principal functions and institutional responsibilities of a central bank;
• distinguish the monetary base, broad money and bank credit;
• analyse how commercial banks create deposits through lending and how constraints qualify the simple money-multiplier model;
• describe conventional and unconventional monetary-policy instruments;
• trace the transmission of policy through interest-rate, credit, exchange-rate, asset-price and expectations channels;
• interpret yield curves and benchmark interest rates;
• calculate and interpret real interest rates and bond-price sensitivity;
• evaluate the effects of inflation and interest-rate changes on banks and financial stability; and
• assess governance, ethical and practical limitations in monetary-policy decisions.

1. Central-bank functions and institutional design

1.1 Core functions

A central bank commonly performs the following functions:

1. Monetary authority. It sets or implements monetary policy, usually by influencing a short-term interest rate or the quantity and price of reserves.
2. Currency issuer. It issues banknotes and, in some systems, manages currency circulation. Most money, however, exists as commercial-bank deposits rather than physical cash.
3. Banker to government. It may maintain government accounts, manage public debt operations and provide technical advice, subject to legal restrictions on monetary financing.
4. Banker to banks. It provides settlement accounts and may offer standing facilities through which eligible institutions borrow or deposit funds.
5. Payment-system operator or overseer. It supports safe and efficient clearing, settlement and payment infrastructure.
6. Lender of last resort. It may provide temporary liquidity to solvent institutions facing exceptional funding pressure, generally against adequate collateral and on appropriate terms.
7. Financial-stability authority. Together with other regulators, it monitors systemic risks, applies macroprudential tools and responds to threats to the financial system.
8. Reserve and foreign-exchange manager. It manages official reserves and may intervene in foreign-exchange markets where consistent with its mandate.

These functions create potential conflicts. For example, raising interest rates may help reduce inflation but increase debt-service burdens and expose weaknesses in highly leveraged banks. A central bank therefore requires a clear mandate, operational independence, transparent communication and accountability to the public.

1.2 Central-bank balance sheet

A simplified central-bank balance sheet contains assets such as government securities, foreign-exchange reserves and loans to financial institutions. Liabilities include currency in circulation, commercial-bank reserve balances and, in some jurisdictions, government deposits. The monetary base is commonly defined as currency held by the public plus commercial-bank reserves at the central bank:

Here, B is the monetary base, C is currency held by the public, and R is reserve balances held by banks. All variables are measured in currency units. This identity is an accounting definition, not a behavioural theory. It does not imply that a larger base automatically produces a proportional increase in lending or inflation.

Broad money includes deposits and other liquid monetary instruments held by households and firms. Its composition varies by country and statistical definition. A useful distinction is therefore:

2. Money creation and bank balance sheets

2.1 Deposit creation through lending

When a commercial bank grants a loan, it normally records a loan asset and a matching deposit liability. For example, if a bank approves a $10,000 loan and credits the borrower’s account, its balance sheet initially changes as follows:

The transaction creates a deposit, but it does not create net wealth for the banking system: the borrower has a liability and the bank has an asset. When the borrower spends the deposit, funds may move to another bank. Interbank settlement then changes reserve holdings, but the banking system’s total deposits do not necessarily fall merely because deposits move between banks.

Deposit creation is constrained by profitable lending opportunities, borrower creditworthiness, capital requirements, liquidity regulation, funding costs, risk appetite, payment outflows and expected repayment. Banks are not mechanically able to lend an unlimited multiple of reserves.

2.2 The simple deposit multiplier

Under highly restrictive assumptions, a textbook deposit multiplier can be written as:

where m is the maximum deposit multiplier and rr is the required-reserve ratio expressed as a decimal. If rr = 0.10, then m = 10. A $1 increase in reserves could theoretically support up to $10 of deposits under the model’s assumptions.

The associated simplified relationship is:

where ΔD is the change in deposits and ΔR is the change in reserves. The model assumes banks lend all excess reserves, borrowers redeposit all loan proceeds, banks retain no additional reserves, and there is no currency leakage or capital constraint. These assumptions are rarely satisfied. In modern systems, central banks often supply reserves elastically at an administered interest rate, while bank lending is determined principally by demand, risk, capital and funding conditions.

A broader behavioural representation allows for currency holdings and excess reserves. Let c = C/D be the currency-to-deposit ratio, e = ER/D the excess-reserve-to-deposit ratio, and rr the required-reserve ratio. A simplified money multiplier is:

This expression is useful for illustrating leakages and reserve behaviour, but its practical reliability depends on stable ratios and institutional conditions. It should not be treated as a complete model of modern money creation.

2.3 A balance-sheet perspective

A bank’s lending decision must satisfy several constraints. Regulatory capital requires sufficient loss-absorbing resources relative to risk-weighted assets. Liquidity management requires the bank to meet withdrawals and settlement obligations. Funding conditions determine the cost and stability of deposits, wholesale borrowing and issued debt. Credit analysis determines expected default losses. Profitability depends on the spread between asset yields and funding costs after operating expenses, provisions, taxes and capital costs.

Consequently, a reduction in the policy rate may encourage lending, but only if borrowers want credit, banks consider them creditworthy, and the reduction is transmitted to funding and loan rates. Monetary policy influences the environment; it does not command every private lending decision.

3. Monetary-policy instruments

3.1 Policy interest rates

The most familiar instrument is an administered short-term interest rate. A central bank may announce a target rate and use open-market operations, standing facilities and reserve management to keep market rates near that target. A lower policy rate generally reduces short-term funding costs and encourages borrowing, although the effect can be weakened by risk premiums or impaired bank balance sheets.

3.2 Open-market operations

Open-market operations involve purchases or sales of securities. A central-bank purchase normally credits the banking system’s reserve accounts and increases the central bank’s securities holdings. A sale has the opposite immediate balance-sheet effect. In a corridor system, these operations help maintain the market rate within a range defined by lending and deposit facilities. In a floor system, abundant reserves and an administered reserve-remuneration rate may play the dominant role.

3.3 Reserve requirements

A reserve requirement specifies the minimum proportion of certain deposit liabilities that banks must hold as reserves. It can affect liquidity management and the demand for reserves. However, changing reserve requirements may have disruptive effects and is not always the primary day-to-day policy instrument.

3.4 Standing facilities and reserve remuneration

A lending facility allows eligible banks to borrow from the central bank, usually against collateral and at a rate that limits upward pressure on market rates. A deposit facility allows banks to place reserves with the central bank. Interest paid on reserve balances can establish a floor for overnight market rates, particularly when reserves are abundant.

3.5 Forward guidance

Forward guidance communicates the expected future path of policy or the conditions under which policy may change. It influences expectations about future short-term rates and therefore longer-term yields. Its effectiveness depends on clarity, credibility and the public’s understanding of conditional statements.

3.6 Quantitative and credit easing

Quantitative easing involves large-scale purchases of assets, often longer-term government bonds, to reduce term yields and improve financial conditions when short-term rates are near an effective lower bound. Credit easing focuses more specifically on improving credit-market functioning or reducing spreads for particular sectors. These policies can support demand but may raise concerns about asset-price valuations, market dependence and central-bank exposure to credit risk.

3.7 Macroprudential instruments

Macroprudential policy targets system-wide risk rather than general inflation alone. Tools include countercyclical capital buffers, loan-to-value limits, debt-service-to-income limits, liquidity requirements and stress testing. Monetary and macroprudential policies can complement each other, but they have different objectives and transmission channels.

4. Monetary-policy transmission

The transmission mechanism describes how a policy decision affects economic activity and inflation. It operates with variable and uncertain lags.

4.1 Interest-rate channel

A policy-rate increase usually raises short-term market rates and, through expectations and term premiums, may raise longer-term rates. Floating-rate borrowers face higher debt service. New fixed-rate loans become more expensive, reducing interest-sensitive consumption and investment. Savers may receive higher returns, which can partly offset the contractionary effect.

For a loan with principal P, annual interest rate i and simple annual interest, interest expense is:

If P = $200,000 and i = 6%, then I = $12,000 per year, before fees and repayment of principal. The calculation assumes a constant balance and simple annual interest; amortising loans require interest to be calculated on the outstanding balance over each payment period.

4.2 Credit channel

Monetary tightening can reduce the supply of bank credit by increasing funding costs, weakening collateral values and reducing borrower net worth. Banks may also become more cautious because expected defaults increase. The bank-lending channel is particularly important for small firms and households that lack direct access to bond markets.

4.3 Exchange-rate channel

Higher domestic interest rates may attract foreign capital and increase demand for the domestic currency, although the outcome also depends on global conditions, risk perceptions and expected future policy. Currency appreciation reduces the domestic-currency cost of imports and may lower imported inflation, while making exports less competitive.

4.4 Asset-price channel

Changes in discount rates affect the present value of future cash flows. For a single future cash flow F received in n periods at discount rate r, its present value is:

The formula assumes a known cash flow, a constant per-period discount rate and matching time units. A higher discount rate lowers present value. Therefore, rising yields can reduce bond and equity valuations, affecting collateral, household wealth and bank balance sheets.

4.5 Expectations channel

Households, firms and financial markets respond not only to today’s policy rate but also to expected future inflation, growth and policy. A credible commitment to price stability can reduce wage- and price-setting pressures. Conversely, unclear communication may increase term premiums and market volatility.

5. Interest rates, yield curves and benchmarks

5.1 Nominal and real interest rates

The nominal interest rate is the stated monetary return. The real interest rate measures the return after considering inflation. The exact Fisher relationship is:

where i is the nominal rate, r is the real rate and π^e is expected inflation, all expressed as decimals for the same period. Rearranging gives:

The approximation r ≈ i − π^e is useful when rates and inflation are relatively small. For example, if the nominal rate is 5% and expected inflation is 2%, the exact real rate is (1.05/1.02) − 1 ≈ 2.94%, while the approximation gives 3%.

5.2 The yield curve

A yield curve plots yields against the maturities of otherwise comparable debt instruments. A normal or upward-sloping curve may indicate higher required compensation for time, inflation and uncertainty. A flat curve suggests similar yields across maturities. An inverted curve, in which short-term yields exceed long-term yields, may reflect expectations of future rate cuts or weaker economic conditions, although it is not a guaranteed recession signal.

The yield curve can be decomposed conceptually into expected future short-term rates, an inflation component and a term premium. Long-term yields are not simply forecasts of policy rates; they also reflect risk, liquidity and supply-demand conditions.

5.3 Benchmark rates

A benchmark rate is a reference price for borrowing, lending or valuation. Examples include overnight secured or unsecured rates, government-bond yields and administered policy rates. Robust benchmarks should be based on credible transactions or transparent methodologies, resist manipulation and have clear governance. The transition away from certain interbank offered rates illustrates the importance of benchmark integrity, fallback provisions and operational readiness.

Banks use benchmarks to price loans, swaps, floating-rate notes and transfer-pricing arrangements. A loan rate may be represented conceptually as:

This is a pricing decomposition rather than a universal accounting identity. The credit spread compensates for expected and unexpected credit risk; the liquidity spread reflects funding and marketability conditions; the remaining margin covers operating costs, capital usage and profit.

5.4 Bond-price sensitivity and duration

Bond prices move inversely with market yields. For a small change in yield, modified duration provides an approximation:

Here, P is the bond price, ΔP its change, D_mod modified duration in years, and Δy the change in yield expressed as a decimal. The approximation assumes a relatively small yield change and ignores convexity. If a bond has modified duration of 4.5 and yield rises by 0.50 percentage points, then the estimated percentage price change is −4.5 × 0.005 = −0.0225, or −2.25%.

Banks holding fixed-rate securities may therefore record valuation losses or reduced economic value when rates rise. The accounting treatment depends on the instrument’s classification and applicable financial-reporting standards, but the underlying economic exposure remains relevant to risk management.

6. Inflation and banking decisions

Inflation is a sustained increase in the general price level, reducing the purchasing power of money. It differs from a one-time increase in a particular price. Inflation affects banks through several channels:

• Loan demand: borrowers may seek funds for working capital and asset purchases, but high rates can suppress demand.
• Credit quality: households and firms with weak cash flows may struggle as input costs and debt service rise.
• Funding costs: depositors may demand higher returns or move funds into market instruments.
• Net interest margin: asset and liability repricing speeds may differ. A bank with rapidly repricing liabilities and slowly repricing assets may experience margin compression.
• Operating costs: wages, technology, premises and compliance costs may increase.
• Capital adequacy: nominal loan growth can increase risk-weighted assets, while losses reduce retained earnings.
• Liquidity: customers may withdraw deposits or shift toward higher-yielding alternatives.

Banks must distinguish nominal growth from real growth. A 10% increase in loan balances during 8% inflation represents substantially less real expansion than the nominal figure suggests. Asset-liability management should examine repricing gaps, duration gaps, deposit stability, stress scenarios and behavioural assumptions.

7. Financial stability and central-bank trade-offs

Financial stability refers to the capacity of the financial system to perform core functions—payments, intermediation, risk transfer and savings mobilisation—even under stress. Monetary tightening can improve stability by restraining excessive borrowing and asset bubbles, but it can also expose accumulated vulnerabilities.

Important risks include:

• interest-rate risk in the banking book;
• market risk in trading and securities portfolios;
• credit concentration and correlated defaults;
• liquidity and maturity-transformation risk;
• foreign-currency funding risk;
• operational and cyber risk; and
• contagion through payment, derivative and interbank networks.

Central banks face a difficult distinction between liquidity and solvency. A solvent institution may need temporary liquidity because assets cannot be sold quickly without severe discounts. An insolvent institution has insufficient economic value to meet its obligations and requires resolution, recapitalisation or orderly exit rather than unlimited emergency lending. Confusing the two can create moral hazard and impose losses on taxpayers or creditors.

8. Worked application: policy tightening and a commercial bank

Consider an illustrative bank with $100 million of floating-rate loans priced at the policy rate plus 3%, and $80 million of deposits whose average rate initially adjusts from 1% to 2% after a policy tightening. Assume the policy rate rises from 4% to 5%, and all loans reprice immediately.

Before the change:

• Loan yield = 4% + 3% = 7%.
• Deposit cost = 1%.
• Interest income = $100m × 7% = $7.0m.
• Interest expense = $80m × 1% = $0.8m.
• Simplified net interest income = $6.2m.

After the change:

• Loan yield = 5% + 3% = 8%.
• Deposit cost = 2%.
• Interest income = $100m × 8% = $8.0m.
• Interest expense = $80m × 2% = $1.6m.
• Simplified net interest income = $6.4m.

Net interest income increases by $0.2 million in this simplified scenario. However, this is not a complete profitability forecast. If credit losses increase, deposit costs rise further, loan balances contract, or fixed-rate securities lose value, total earnings may fall. The example demonstrates why repricing speed and balance-sheet composition matter more than the policy rate alone.

9. Illustrative case: inflation shock and policy response

Background. A fictional country experiences a sharp increase in energy and food prices. Headline inflation rises to 8%, while core inflation reaches 5%. Household mortgage debt is high, and several banks hold long-duration government bonds.

Problem. The central bank must prevent inflation expectations from becoming entrenched without causing unnecessary damage to borrowers, banks and economic activity.

Analysis. The initial inflation shock is partly supply-driven, so higher rates cannot directly produce more energy or food. Nevertheless, persistent inflation may spread through wages, rents and services. The central bank analyses inflation expectations, wage settlements, credit growth, exchange-rate pressures and bank stress-test results. It also distinguishes institutions facing temporary market-liquidity pressure from those with inadequate capital.

Approach. The central bank raises its policy rate gradually but communicates that future decisions depend on incoming data. It conducts targeted liquidity operations against eligible collateral, while the supervisory authority requires banks to recognise interest-rate and market risks. Banks lengthen funding maturities, review deposit pricing and assess borrowers under higher debt-service assumptions. Fiscal measures, if used, are targeted at vulnerable households rather than broad measures that would intensify aggregate demand.

Outcome. Inflation eventually declines as demand moderates and supply pressures ease. Some banks experience lower bond valuations and higher provisions, but transparent stress testing and credible liquidity support reduce the probability of disorderly contagion. The episode illustrates that monetary policy, supervision, fiscal policy and bank risk management must operate consistently.

Learning points. A central bank cannot eliminate every supply shock. Credibility, communication and institutional coordination matter. Liquidity assistance should not conceal insolvency. Banks must manage both earnings effects and economic-value effects of interest-rate changes.

10. Governance, ethics and contemporary developments

Central-bank governance involves independence, accountability, transparency and operational competence. Independence reduces pressure to pursue short-term political objectives at the expense of price stability, but independence must be accompanied by published objectives, explanations of decisions, legislative oversight and clear responsibility for failures.

Ethical issues arise when policy decisions distribute gains and losses unevenly. Lower rates may support employment and indebted households but benefit asset owners through higher valuations. Higher rates may protect purchasing power but burden low-income borrowers. Emergency assistance can prevent systemic collapse while creating moral hazard. Decision-makers should therefore disclose assumptions, apply rules consistently and consider distributional and financial-stability consequences without abandoning the statutory mandate.

Technology is changing monetary and banking systems. Real-time payments, tokenised deposits, central-bank digital-currency research, artificial intelligence in credit assessment and machine-readable regulatory reporting may improve efficiency but introduce privacy, cyber, model-risk and operational-resilience challenges. AI-generated forecasts should not be treated as objective merely because they are quantitative. Banks need model validation, explainability, data governance, human oversight and controls against discriminatory outcomes.

Contemporary best practices include:

• separating monetary-policy, supervision and resolution responsibilities while coordinating them;
• publishing clear policy frameworks and scenario analysis;
• using stress tests that include inflation, rates, liquidity runs and correlated defaults;
• monitoring both regulated institutions and non-bank financial intermediation;
• maintaining credible collateral, resolution and deposit-insurance arrangements;
• avoiding reliance on a single benchmark, forecast or risk model; and
• ensuring that communication explains uncertainty rather than promising mechanically predictable outcomes.

Challenges and limitations

Monetary policy is powerful but imperfect. Data are revised and available with delays. The neutral or equilibrium interest rate is unobservable and may change. Policy affects the economy through uncertain and variable lags. Global capital flows can weaken the relationship between domestic rates and exchange rates. Supply shocks create difficult trade-offs between inflation and output. Financial innovation may move risks outside traditional banks. Finally, models often omit behavioural changes, political economy and nonlinear stress dynamics.

These limitations justify robust decision-making rather than policy paralysis. Central banks and banks should use multiple indicators, alternative scenarios, sensitivity analysis and judgement. A sound conclusion is rarely based on one statistic alone.

Chapter Summary

Central banks issue base money, operate payment and settlement systems, implement monetary policy, support financial stability and may provide emergency liquidity. The monetary base consists of currency and bank reserves, while broad money largely consists of private deposits. Commercial banks create deposits when they lend, but lending is constrained by capital, liquidity, credit risk, profitability, funding and borrower demand. The simple money multiplier is a restrictive teaching model rather than a complete description of modern banking.

Policy rates, open-market operations, standing facilities, reserve remuneration, forward guidance, asset purchases and macroprudential tools influence financial conditions. Transmission occurs through interest rates, credit, exchange rates, asset prices and expectations. Nominal rates must be interpreted alongside expected inflation. Yield curves incorporate expected future short-term rates, inflation and term premiums. Benchmark rates support pricing but require sound governance.

Interest-rate changes affect bank margins, bond values, credit quality, liquidity and capital. Duration provides a useful approximation of bond-price sensitivity, while asset-liability management evaluates repricing and maturity mismatches. Effective monetary governance requires independence, accountability, credible communication, stress testing, ethical judgement and awareness of model and data limitations.

Key Terms

Central bank: Institution responsible for monetary authority and specified financial-system functions.

Monetary policy: Actions used to influence monetary and financial conditions.

Monetary base: Currency held by the public plus commercial-bank reserves.

Broad money: Deposits and other liquid monetary instruments included in a country’s monetary statistics.

Reserve balance: Deposit held by a commercial bank at the central bank.

Money multiplier: Simplified ratio linking a change in reserves to a possible change in deposits.

Policy rate: Central-bank-administered interest rate used to guide short-term market rates.

Open-market operation: Central-bank purchase or sale of financial assets.

Standing facility: Central-bank borrowing or deposit facility available under stated conditions.

Forward guidance: Communication about likely future policy or policy conditions.

Quantitative easing: Large-scale asset purchases intended to ease financial conditions.

Transmission mechanism: Path through which policy affects economic activity and inflation.

Yield curve: Relationship between yields and maturities for comparable instruments.

Benchmark rate: Reference interest rate used in financial pricing or valuation.

Real interest rate: Interest rate adjusted for inflation.

Term premium: Compensation investors require for holding longer-maturity debt.

Duration: Measure of a bond’s sensitivity to changes in yield.

Interest-rate risk: Potential loss from adverse movements in interest rates.

Lender of last resort: Emergency liquidity provider to eligible institutions under exceptional conditions.

Macroprudential policy: Policy aimed at limiting system-wide financial risk.

Review Questions

5 Short Answer Questions

1. What are the two components of the monetary base?
2. Why is the simple money multiplier an incomplete description of modern bank lending?
3. Define forward guidance and state one condition for its effectiveness.
4. What is the difference between a nominal and a real interest rate?
5. Why can a central bank distinguish liquidity support from solvency support?

5 Long Answer Questions

1. Explain the principal functions of a central bank and discuss why independence must be balanced by accountability.
2. Describe how a commercial bank creates a deposit when it grants a loan, and identify the main constraints on further lending.
3. Analyse the interest-rate, credit, exchange-rate, asset-price and expectations channels of monetary-policy transmission.
4. Explain the information contained in an upward-sloping, flat and inverted yield curve, including the limitations of yield-curve interpretation.
5. Discuss how inflation and rising interest rates affect bank profitability, liquidity, credit quality and capital.

3 Analytical / Application Questions

1. A bank has $500 million of floating-rate loans priced at the policy rate plus 2.5%, and $400 million of deposits. The loan yield reprices immediately after a 1 percentage-point policy-rate increase, while the average deposit cost increases by 0.6 percentage points. Analyse the immediate effect on annual net interest income, assuming balances remain constant. What additional risks should management assess?
2. A central bank faces inflation above target after an energy-price shock, while several banks hold long-duration bonds and households have heavily leveraged mortgages. Recommend a coordinated monetary, supervisory and communication strategy, explaining the trade-offs.
3. A government proposes replacing a transparent overnight benchmark with a rate based on a small number of expert submissions. Evaluate the governance, manipulation, fallback and financial-contract risks of the proposal, and recommend safeguards.

Multiple Choice Questions with Answers

Question 1

Which item is included in the monetary base?

A. Corporate equity only

B. Currency held by the public and bank reserves

C. All outstanding bank loans

D. Only long-term government bonds

Correct Answer: B. Currency held by the public and bank reserves

Question 2

When a commercial bank grants a loan and credits the borrower’s account, what normally occurs initially?

A. Loans and deposits both increase

B. Loans and deposits both decrease

C. Reserves increase without any balance-sheet entry

D. The bank’s liabilities disappear

Correct Answer: A. Loans and deposits both increase

Question 3

Under the simple money-multiplier model, if the reserve ratio is 20%, the multiplier is:

A. 2

B. 4

C. 5

D. 20

Correct Answer: C. 5

Question 4

Which instrument communicates conditions under which future policy may change?

A. Forward guidance

B. Currency issuance

C. Deposit insurance

D. Loan amortisation

Correct Answer: A. Forward guidance

Question 5

If the nominal interest rate is 5% and expected inflation is 2%, the exact real interest rate is approximately:

A. 1.02%

B. 2.94%

C. 3.50%

D. 7.00%

Correct Answer: B. 2.94%

Question 6

A bond has modified duration of 4 and its yield rises by 0.50 percentage points. Ignoring convexity, its approximate percentage price change is:

A. +2.00%

B. +0.50%

C. −0.50%

D. −2.00%

Correct Answer: D. −2.00%

Question 7

Which channel describes the effect of higher domestic interest rates on currency demand and import prices?

A. Exchange-rate channel

B. Accounting channel

C. Reserve-ratio channel

D. Production channel

Correct Answer: A. Exchange-rate channel

Question 8

An inverted yield curve means that:

A. Long-term yields exceed short-term yields

B. Short-term yields exceed long-term yields

C. All yields are zero

D. Bond prices and yields move in the same direction

Correct Answer: B. Short-term yields exceed long-term yields

Question 9

Which statement best describes a lender of last resort?

A. It permanently funds insolvent institutions without conditions

B. It may provide temporary liquidity to eligible institutions facing exceptional pressure

C. It sets every commercial-loan interest rate

D. It guarantees all investment returns

Correct Answer: B. It may provide temporary liquidity to eligible institutions facing exceptional pressure

Question 10

If a bank’s liabilities reprice faster than its assets after a rate increase, the bank may experience:

A. Automatic elimination of credit risk

B. Net-interest-margin compression

C. A guaranteed increase in profits

D. A reduction in all operating costs

Correct Answer: B. Net-interest-margin compression