Exam 11: Credit Risk: Loan Portfolio and Concentration Risk

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If the amount lost per dollar on a defaulted loan is 40 percent,then a bank that does not permit the loss of a loan to exceed 10 percent of its bank capital should set its concentration limit (as a percentage of capital)to

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What is the FI's expected return on its loan portfolio?

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Use the following information to answer questions: National Benchmark Bank A Bank B Consumer Loans 50 percent 65 percent 35 percent Commercial Loans 50 percent 35 percent 65 percent -Using standard deviations,which bank is in a better position if the average earnings on the assets of Bank A is 11 percent and Bank B is 12 percent (ignore all other factors)?

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Migration analysis is a tool to measure credit concentration risk and refers to

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Under which model does an FI compare its own allocation of loans in any specific area with the national allocations across borrowers to measure the extent to which its loan portfolio deviates from the market portfolio benchmark?

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Kansas Bank has a policy of limiting their loans to any single customer so that the maximum loss as a percent of capital will not exceed 20 percent for both secured and unsecured loans.The limit has been adopted under the assumption that if the unsecured loan is defaulted,there will be no recovery of interest or principal payments.For loans that are secured (collateralized),it is expected that 40 percent of interest and principal will be collected. What is the concentration limit (as a percent of capital)for unsecured loans made by Kansas Bank?

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According to Moody's Analytics,default correlations tend to be _____ and lie between _______.

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In 1994,The Federal Reserve Board ruled against a proposal to use quantitative models to assess credit concentration risk because

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Included in the Moody's Analytics model are recovery rates on defaulted loans.

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One advantage of portfolio diversification methods is that they are applicable to all FIs,regardless of their size.

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Migration analysis is not appropriate for an FI to use in the analysis of credit risk of consumer loans and credit card portfolios.

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In the Moody's Analytics portfolio model,the expected return on a loan is the

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Commercial bank call reports are provided by banks to the Federal Reserve and are useful in determining the proportion of loans in different classifications for the entire banking system.

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Banks whose loan portfolio composition deviates from the national benchmark should immediately implement policies to move toward benchmark alignment.

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Kansas Bank has a policy of limiting their loans to any single customer so that the maximum loss as a percent of capital will not exceed 20 percent for both secured and unsecured loans.The limit has been adopted under the assumption that if the unsecured loan is defaulted,there will be no recovery of interest or principal payments.For loans that are secured (collateralized),it is expected that 40 percent of interest and principal will be collected. What is the concentration limit (as a % of capital)for secured loans made by this bank?

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Use the following information to answer questions: National Banks Bank A Bank B Real Estate Loans 60 percent 30 percent 56 percent Consumer Losts 20 percent 30 percent 28 percent Commercial Loans 20 percent 10 percent 16 percent -What is Bank A's standard deviation of its asset allocation proportions relative to the national banks average? Use the formula in the textbook.

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Use the following information to answer questions: National Banks Bank A Bank B Real Estate Loans 60 percent 30 percent 56 percent Consumer Losts 20 percent 30 percent 28 percent Commercial Loans 20 percent 10 percent 16 percent -If Bank A's average return on its loan portfolio is lower than that of Bank B's,

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Modern portfolio theory models consider only how well diversified the entire loan portfolio is without regard to bonds that may be issued by sectors within the portfolio.

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What does Moody's Analytics Portfolio Manager Model use to identify the overall risk of the portfolio?

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Which of the following is a source of loan volume data?

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