Model paper

Dean's Office Official Model Question Paper

BNK 216 · Treasury Management

Programme
BBM
Academic year
Semester 7
Paper type
Official Model Question
Sitting
Dean's Office Blueprint
Full marks
60
Duration
180 minutes

Tribhuvan University

Faculty of Management

Office of the Dean

Official Model Question Paper / Dean's Office Blueprint

Course: BNK 216 · Treasury Management

Level: Bachelor of Business Management (BBM) · Semester 7

Full Marks: 60

Time: 3 hrs.

Candidates are required to give their answers in their own words as far as practicable. Figures in the margin indicate full marks.

Group A

Brief Answer Questions. Attempt ALL questions. (5 × 2 = 10)

[5*2=10]
  1. Define Treasury Management in commercial banking. What is the role of the Front Office vs. Back Office?

    [2]
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    Treasury Management: Front Office vs. Back Office

    Treasury management manages a bank’s liquidity, funding structure, interest rate risk, foreign exchange exposure, and investment portfolio to maximize yield while preserving liquidity.

    • Front Office (Dealing Room): Actively executes financial market trades (money market borrowing, forex trading, bond investments).
    • Back Office: Handles trade confirmation, settlement, reconciliations, regulatory accounting, and statutory reserve reporting.
  2. What is Duration in fixed-income portfolio management?

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    Macaulay and Modified Duration

    Macaulay Duration is the weighted-average time until a bond’s cash flows (coupons and principal) are received. Modified Duration measures the percentage change in bond price for a 100-basis-point (1%) change in yield-to-maturity:

    %ΔPModified Duration×Δy\% \Delta P \approx -\text{Modified Duration} \times \Delta y

  3. Define the Net Interest Margin (NIM).

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    Net Interest Margin (NIM)

    NIM=Interest IncomeInterest ExpenseTotal Earning Assets×100\text{NIM} = \frac{\text{Interest Income} - \text{Interest Expense}}{\text{Total Earning Assets}} \times 100

    It measures how profitably a bank invests its earning assets relative to its funding costs.

  4. What is an Asset-Liability Committee (ALCO)?

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    Asset-Liability Committee (ALCO)

    ALCO is a senior executive management committee (comprising the CEO, Treasury Head, Chief Risk Officer, and CFO) responsible for managing balance sheet interest rate risk, liquidity gaps, capital adequacy, and pricing structures.

  5. Distinguish between a Repo and a Reverse Repo transaction.

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    Repo vs. Reverse Repo

    • Repurchase Agreement (Repo): Selling government securities to the central bank with an agreement to repurchase them at a specified future date and price to borrow short-term cash.
    • Reverse Repo: Purchasing government securities to absorb excess liquidity, earning short-term interest.

Group B

Short Answer Questions. Attempt any THREE questions. (3 × 10 = 30)

[3*10=30]
  1. Explain Gap Analysis (Maturity Gap / Repricing Gap) in Asset-Liability Management (ALM). How does a bank manage positive and negative interest rate sensitivity gaps when market interest rates fluctuate?

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    Gap Analysis in Asset-Liability Management (ALM)

    Gap analysis measures a bank’s exposure to interest rate risk by comparing Rate-Sensitive Assets (RSA) against Rate-Sensitive Liabilities (RSL) across specific repricing maturity buckets.

    Repricing Gap (GAP)=RSARSL\text{Repricing Gap (GAP)} = \text{RSA} - \text{RSL}
    ΔNII=GAP×Δr\Delta \text{NII} = \text{GAP} \times \Delta r

    1. Positive Gap (RSA > RSL / Asset-Sensitive)

    • Interest Rates Rise (Δr>0\Delta r > 0): Assets reprice faster than liabilities     \implies Net Interest Income (NII) increases.
    • Interest Rates Fall (Δr<0\Delta r < 0): Assets reprice down while liabilities remain high     \implies NII decreases.

    2. Negative Gap (RSA < RSL / Liability-Sensitive)

    • Interest Rates Rise (Δr>0\Delta r > 0): Liabilities reprice up faster than assets     \implies NII decreases (margin squeeze).
    • Interest Rates Fall (Δr<0\Delta r < 0): Cost of funds drops faster than asset yields     \implies NII increases.

    3. Strategic Balance Sheet Immunization

    • To immunize the bank against interest rate swings, ALCO adjusts duration by buying floating-rate assets or using interest rate swaps to bring the Gap close to zero.
  2. Explain Foreign Exchange Risk Management in a bank’s treasury: Net Open Position (NOP), Value at Risk (VaR), and Currency Swaps.

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    Foreign Exchange Risk Management in Bank Treasury

    Banks maintain foreign currency inventories to facilitate international trade, exposing them to exchange rate volatility.

    1. Net Open Position (NOP)

    • The net algebraic sum of all foreign currency assets, liabilities, and forward contracts in a specific currency.
      • Long Position (Assets > Liabilities): Bank gains if foreign currency appreciates; loses if it depreciates.
      • Short Position (Liabilities > Assets): Bank gains if foreign currency depreciates; loses if it appreciates.
    • Central banks mandate strict aggregate NOP limits (e.g., capped at 20% of core capital).

    2. Value at Risk (VaR) in Forex

    • A statistical measure estimating the maximum expected financial loss on a foreign currency portfolio over a defined holding period (e.g., 1 day) at a specified confidence level (e.g., 99%).

    3. Currency Swaps

    • Financial agreements where two parties exchange principal and interest payments in different currencies at inception and reverse the exchange at maturity, eliminating exchange rate volatility.
  3. Discuss money market instruments traded by a bank’s treasury: Treasury Bills, Commercial Paper, Certificates of Deposit, and Interbank Call Money.

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    Money Market Instruments in Bank Treasury

    Money markets trade short-term, highly liquid debt instruments with maturities under one year.

    1. Treasury Bills (T-Bills)

    • Short-term sovereign debt securities issued by Nepal Rastra Bank on behalf of the government (28-day, 91-day, 182-day, and 364-day maturities).
    • Issued at a discount and redeemed at full face value, carrying zero credit risk and eligible for statutory liquidity ratio (SLR).

    2. Interbank Call Money

    • Short-term, unsecured loans between commercial banks with maturities ranging from overnight to 7 days, used to manage immediate daily reserve and clearing liquidity.

    3. Certificates of Deposit (CDs)

    • Negotiable, interest-bearing term deposit receipts issued by banks to corporate investors for large deposits.

    4. Commercial Paper (CP)

    • Unsecured, short-term promissory notes issued by highly rated corporations to fund seasonal working capital, offering higher yields than government paper.
  4. Explain the Liquidity Coverage Ratio (LCR) and Net Stable Funding Ratio (NSFR) under Basel III standards.

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    Basel III Liquidity Standards: LCR and NSFR

    Basel III introduced structural liquidity ratios to prevent sudden bank runs and structural funding maturity mismatches.

    1. Liquidity Coverage Ratio (LCR - Short-Term Resilience)

    LCR=High-Quality Liquid Assets (HQLA)Total Net Cash Outflows over 30-day Stress Scenario100%\text{LCR} = \frac{\text{High-Quality Liquid Assets (HQLA)}}{\text{Total Net Cash Outflows over 30-day Stress Scenario}} \ge 100\%
    • Ensures banks hold sufficient cash and unencumbered sovereign bonds to survive a severe 30-day liquidity stress event.

    2. Net Stable Funding Ratio (NSFR - Long-Term Structural Funding)

    NSFR=Available Stable Funding (ASF)Required Stable Funding (RSF)100%\text{NSFR} = \frac{\text{Available Stable Funding (ASF)}}{\text{Required Stable Funding (RSF)}} \ge 100\%
    • Promotes structural funding resilience over a 1-year horizon, requiring illiquid long-term assets (like 20-year mortgages) to be funded by stable long-term liabilities (equity and multi-year fixed deposits).

Group C

Comprehensive Answer / Case Analysis Question. (1 × 20 = 20)

[1*20=20]
  1. Read the following scenario and answer the questions:

    Himalayan Merchant Bank Ltd. presents the following repricing balance sheet profile across interest rate maturity buckets (amounts in Rs Millions):

    Maturity Bucket Rate-Sensitive Assets (RSA) Rate-Sensitive Liabilities (RSL)
    1 - 30 Days Rs 15,000 Rs 25,000
    31 - 90 Days Rs 20,000 Rs 22,000
    91 - 180 Days Rs 28,000 Rs 24,000
    181 - 365 Days Rs 35,000 Rs 26,000
    > 1 Year (Non-Sensitive) Rs 42,000 Rs 43,000
    Total Rs 140,000 Rs 140,000

    The Central Bank unexpectedly raises its policy repo rate by 150 basis points (+1.50%), causing market interest rates to increase uniformly across all maturities.

    Questions: a. Calculate the Periodic Repricing Gap and Cumulative Repricing Gap for each maturity bucket. b. Compute the expected change in Net Interest Income (ΔNII\Delta \text{NII}) for each bucket and the cumulative impact on the bank’s annual profitability over the next 12 months. c. Analyze whether the bank is Asset-Sensitive or Liability-Sensitive over the cumulative 1-year horizon and evaluate its vulnerability to interest rate shocks. d. Propose an Asset-Liability Committee (ALCO) strategic action plan using duration matching and loan floating-rate clauses to immunize the bank against interest rate volatility.

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    Case Analysis: Asset-Liability Management and Gap Analysis for Himalayan Merchant Bank

    a. Periodic and Cumulative Repricing Gap Computation (Rs Millions)

    Maturity Bucket RSA (Rs M) RSL (Rs M) Periodic Gap (RSA - RSL) Cumulative RSA Cumulative RSL Cumulative Gap (Rs M)
    1 - 30 Days 15,000 25,000 -10,000 15,000 25,000 -10,000
    31 - 90 Days 20,000 22,000 -2,000 35,000 47,000 -12,000
    91 - 180 Days 28,000 24,000 +4,000 63,000 71,000 -8,000
    181 - 365 Days 35,000 26,000 +9,000 98,000 97,000 +1,000
    > 1 Year 42,000 43,000 -1,000 140,000 140,000 0

    b. Impact of 150 bps (+1.50%) Rate Hike on Net Interest Income (ΔNII\Delta \text{NII})

    ΔNII=Periodic GAP×Δr×(Remaining Days in Year365)\Delta \text{NII} = \text{Periodic GAP} \times \Delta r \times \left( \frac{\text{Remaining Days in Year}}{365} \right)

    Assuming uniform full-year impact for simplicity:

    • Bucket 1 (1 - 30 Days): 10,000×(+0.0150)=150.0 Million-10{,}000 \times (+0.0150) = \mathbf{-150.0 \text{ Million}}
    • Bucket 2 (31 - 90 Days): 2,000×(+0.0150)=30.0 Million-2{,}000 \times (+0.0150) = \mathbf{-30.0 \text{ Million}}
    • Bucket 3 (91 - 180 Days): +4,000×(+0.0150)=+60.0 Million+4{,}000 \times (+0.0150) = \mathbf{+60.0 \text{ Million}}
    • Bucket 4 (181 - 365 Days): +9,000×(+0.0150)=+135.0 Million+9{,}000 \times (+0.0150) = \mathbf{+135.0 \text{ Million}}

    Net Annual Impact on NII:

    ΔNIIAnnual=150.030.0+60.0+135.0=+15.0 Million\Delta \text{NII}_{\text{Annual}} = -150.0 - 30.0 + 60.0 + 135.0 = \mathbf{+15.0 \text{ Million}}

    • Over the full cumulative 1-year horizon, because the 1-year cumulative gap is positive (+Rs 1,000M), the bank will gain Rs 15 Million over 12 months.
    • However, in the first 90 days, the bank suffers a sharp immediate margin contraction of Rs 180 Million because short-term liabilities reprice before longer-term assets.

    c. Sensitivity Analysis

    • Short-Term (0 - 90 Days): The bank is strongly Liability-Sensitive (Negative Gap of -Rs 12,000M). A rate hike causes immediate severe margin compression.
    • Medium-to-Long-Term (1 Year): The bank shifts to slightly Asset-Sensitive (Positive Cumulative Gap of +Rs 1,000M).

    d. ALCO Immunization Action Plan

    1. Introduce Flexible Floating-Rate Retail Loans: Convert fixed-rate term loans in Bucket 1–90 days into base-rate-linked floating loans that automatically reprice immediately upon central bank rate adjustments.
    2. Lock in Term Funding in Short Buckets: Replace short-term callable 30-day deposits with 1-year and 2-year non-callable fixed deposit certificates to reduce RSL in Bucket 1.
    3. Interest Rate Swaps (IRS): Enter into pay-fixed, receive-floating interest rate swap contracts to convert short-term floating liabilities into fixed-rate obligations, neutralizing the negative gap.