Question

Question 3 The Balance Sheet of Hedge Row Bancorp (In Millions) is provided below. Asset Amount...

Question 3

The Balance Sheet of Hedge Row Bancorp (In Millions) is provided below.

Asset

Amount

Liability & Equity

Amount

Cash (Non-Interest Earning)

10.0

Demand Deposit (One-Year Maturity)

70

Short Term Consumer Loan (One-year Maturity)

140

Demand Deposit (Two-year Maturity)

40

Long Term Consumer Loan (Two-Year Maturity)

150

Three-Month Certificate of Deposits (CDs)

140

Three-Month Treasury Bills

145

Three-Month Bankers Acceptances

100

Six-Month Treasury Notes

110

Six-Months Commercial Paper

155

Five-year Treasury Bond

85

One-Year Time Deposit

195

10 Year, Fix Rate Mortgages

120

Two-Year Time Deposits

170

30-Year, floating-Rate Mortgages (Rate Adjusted every nine months)

230

Equity Capital (Fixed)

120

Total Assets

990

Total Liability & Equity

990

  1. Calculate the cumulative one-year repricing gap (CGAP) for Hedge Row Bancorp.
  2. Based on the answer from a) explain which risk Hedge Row Bancorp would be exposed to.
  3. Calculate the Cumulative one-year impact on net interest income of Hedge Row Bancorp of a 1¼% (125 basis points) increase in interest rates on both rate sensitive assets and rate-sensitive liabilities.
  4. The weighted average Duration of the assets of Hedge Row Bancorp is calculated at 3.6 years, while the weighted-average duration of it’s liabilities is calculated at 2.8 years. The market value of the liabilities equates to the book value. With interest rate expected to rise from 9% to 10%.
  1. Calculate the potential impact on the market value of the equity of Hedge Row Bancorp.

Homework Answers

Answer #1

a) Rate-sensitive assets = $(140+145+110+230) = 625 million,

Rate-sensitive liabilities = $(70+140+100+155+195) = 660 million.

Repricing gap = RSA - RSL = $625 - $660 million = -$35 million.

b)According to the CGAP effect, when CGAP is negative the change in NII is negatively related to the change in interest rates. Thus, an Hedge Row Bancorp would want its CGAP to be negative when interest rates are expected to fall.

c) ΔNII = ($-35 million)(1.25%) = -$4375 million = $-437,500

d) Potential Impact of MV of equity of Hedge Row Bancorp = 120* 1.25% =$1.5million

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