Question

In: Finance

The composition of the assets and liabilities of a financially strong NBFC are as follows: Duration...

The composition of the assets and liabilities of a financially strong NBFC are as follows: Duration of assets: 5.1 years, duration of liabilities: 2.1 years. What is its Leverage-adjusted duration? Select one:

since value of assets and liabilities are not given, can we assume something here for K

a. Equal to 3 years

b. Almost equal to 3.6 years

c. >3 years

d. <3 years

Solutions

Expert Solution

Leverage adjusted duration= Duration of Asset- Duration of liability*K

C)>3

K=L/A

L= Market Value of Liabilty

A= Market Value of Asset

Since value is not provided, MV of asset > MV of Liability


Related Solutions

What is the duration GAP of a bank whose assets and liabilities are as follows? Assets:...
What is the duration GAP of a bank whose assets and liabilities are as follows? Assets: Cash $48 million Short-term Investments (D=0.8) $149 million Short-term Loans (D=0.6) $201 million Long-term Investments (D=4.2) $254 million Long-term Loans (D=6.2) $398 million Liabilities: Demand Deposits $46 million Short-term Interest-bearing Deposits (D=0.3) $595 million CDs (D=2.5) $148 million Borrowed funds (D=0.1) $153 million Round to three decimals.
What is the duration GAP of a bank whose assets and liabilities are as follows? Assets:...
What is the duration GAP of a bank whose assets and liabilities are as follows? Assets: Cash $52 million Short-term Investments (D=0.4) $153 million Short-term Loans (D=0.8) $201 million Long-term Investments (D=3.8) $247 million Long-term Loans (D=5.2) $400 million Liabilities: Demand Deposits $46 million Short-term Interest-bearing Deposits (D=0.3) $592 million CDs (D=2.8) $148 million Borrowed funds (D=0.1) $151 million Round to three decimals.
Calculate the duration of assets as a group and the duration of liabilities as a group, using a weighted-average approach
Bank Balance Sheet (Note: Use this information for all three problems) Item                             Amount            Duration       Interest Rate        Cash-type Securities       $50m                1.2 year             2.25% Commercial Loans          $100m             2.4 years           4.50% Mortgages                     $350m             8.0 years           6.50% Core Deposits                $270m             1.0 year             2.00% Notes Payable                $180m             2.0 years           4.50% 2. On-Balance Sheet Immunization Analysis (Use balance sheet information above, 6 points) Immunization formulas: 1) Setting DA x A = DL x L will immunize the bank against interest rate risk. 2) Setting the Leverage-Adjusted...
Many banks have a duration mismatch between their assets and their liabilities. Explain why this duration...
Many banks have a duration mismatch between their assets and their liabilities. Explain why this duration mismatch arises and how swaps can be used to manage the interest rate risk caused by this duration mismatch.
Consider the following balance sheet (in millions) for an FI: Assets Liabilities Duration = 13 years...
Consider the following balance sheet (in millions) for an FI: Assets Liabilities Duration = 13 years $ 970 Duration = 5 years $ 900 Equity 70 a. What is the FI’s duration gap? (Do not round intermediate calculations. Round your answer to 2 decimal places. (e.g., 32.16)) b. What is the FI’s interest rate risk exposure? c. How can the FI use futures and forward contracts to create a macrohedge? d. What is the impact on the FI’s equity value...
Consider the following balance sheet (in millions) for an FI: Assets Liabilities Duration = 10 years...
Consider the following balance sheet (in millions) for an FI: Assets Liabilities Duration = 10 years $950 Duration = 2 years $860 Equity     90 a)What is the FI's duration gap? b)What is the FI's interest rate risk exposure? c)How can the FI use futures and forward contracts to put on a macrohedge? d) What is the impact on the FI's equity value if the relative change in interest rates is an increase of 1 percent? That is, DR/(1+R) =...
The balance sheet for Bank A is as follows: *Assets/Liabilities and Asset/Liability Rates Included* Assets Floating...
The balance sheet for Bank A is as follows: *Assets/Liabilities and Asset/Liability Rates Included* Assets Floating Rate: $700 @ 7% Fixed Rate: $350 @ 10% Non-Earning: $150 Liabilities Floating Rate: $600 @ 5% Fixed Rate: $420 @ 6% Equity $180 A) What is the repricing gap? B) Calculate the net interest income. C) Calculate the net interest margin. D) If rates go up by 50 basis points, was the bank hedged accurately in anticipation of the rate change? Why or...
The following financial statement is for the current year: Second Link Bank Assets (RM) Duration Liabilities...
The following financial statement is for the current year: Second Link Bank Assets (RM) Duration Liabilities (RM) Duration Reserves                  5,000,000 Securities                                < 1 year                   5,000,000 0.00 0.40 Checkable 15,000,000 deposits 5,000,000 2.00 0.10 1 to 2 years >2 years Residential mortgages Variable rate Fixed rate Commercial loans <1 year 1 to 2 years >2years Buildings, etc. Total 5,000,000 10,000,000 10,000,000 10,000,000 15,000,000 10,000,000 25,000,000 5,000,000 100,000,000 1.60 7.00 0.50 6.00 0.70 1.40 4.00 0.00 Money market deposits...
When the duration gap is negative, it means that the duration of assets < duration of...
When the duration gap is negative, it means that the duration of assets < duration of liabilities, so liabilities are more sensitive than assets to interest rate changes. My understanding of this is, that if interest rates fall, you pay less on liabilities, and so income would increase....but then why would equity decrease? Wouldn't equity increase? I'm also confused as to why a negative gap would mean that a rise in interest rates makes equity increase and why a positive...
The initial T-accounts of Bank A and Bank B are as follows: Bank A Assets Liabilities...
The initial T-accounts of Bank A and Bank B are as follows: Bank A Assets Liabilities Reserves $55 mil Deposits $495 mil Loans $495 mil Bank $55 mil Bank B Assets Liabilities Reserves $55 mil Deposits $528 mil Loans $495 mil Bank $22 mil a. Suppose each of both banks needs to write off bad loans of $27.5 million, prepare new T-accounts for both banks. What problem is Bank B facing? b. Given the return on assets (y%), the higher...
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT