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FINS3630-Bank Financial Management T1 2026

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Consider a financial institution with two assets: 10 percent of the portfolio in one-month Treasury bills and 90 percent in real estate loans. If the FI must liquidate its T-bills today, it receives $98 per $100 of face value; if it can wait to liquidate them at maturity (in one month’s time), it will receive $100 per $100 of face value. If the DI has to liquidate its real estate loans today, it receives $85 per $100 of face value, and liquidation at the end of one month will produce $90 per $100 of face value. What is the one-month liquidity index value for this FI’s asset portfolio? Express your answer in decimals (not in percentage points) and round your answer to the nearest 2nd decimal.

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Banks typically operate with liquidity coverage ratios (LCRs) and net stable funding ratios (NSFRs) that are at or below the regulatory minimum of 100%.

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Identify the problem or problems of the linear discriminant model in default risk analysis.

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In your role as a loan officer making credit decisions, which of the following items constitute systematic risk factors?

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Approximate the change in equity using the duration-gap approach.

Given:

A = 100

L = 88

D

A = 5.5

D

L = 2.0

r = 5%

Δr = +1%

Use:

ΔE ≈ −DG × A × (Δr / (1 + r))

where

DG = DA− (L/A)DL

What is the approximate change in equity?

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To immunise the bank’s equity against small interest-rate changes, which condition must hold?

k = L / A

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If NVB has a negative repricing gap and market interest rates increase, what is the most likely short-run effect on net interest income?

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Suppose that at NVB rate-sensitive liabilities reprice faster than rate-sensitive assets. Which statement best describes this situation?

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Duration becomes a poor approximation of bond price changes when:

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Given NVB’s positive duration gap, what happens to the economic value of equity when interest rates increase sharply?

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