n insurance company has £350 million in capital availabl ent portfolio of this bank during 12-month period is norm an of £70 million and a standard deviation rate of £1 company considers 99% 12-month value at risk (a=2.33 capital. Assume the 1% tail of the loss distribution has the ability corresponds to a £700 million loss and 0.4% probabi illion loss. Calculate annual risk-adjusted return on capital portfolio which considers the expected tail loss. <

FINANCIAL ACCOUNTING
10th Edition
ISBN:9781259964947
Author:Libby
Publisher:Libby
Chapter1: Financial Statements And Business Decisions
Section: Chapter Questions
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Suppose an insurance company has £350 million in capital available. The gain from
an investment portfolio of this bank during 12-month period is normally distributed
with a mean of £70 million and a standard deviation rate of £160 million. The
insurance company considers 99% 12-month value at risk (a=2.33) for setting its
economic capital. Assume the 1% tail of the loss distribution has the following values:
0.6% probability corresponds to a £700 million loss and 0.4% probability corresponds
to a £20 million loss. Calculate annual risk-adjusted return on capital (RAROC) of the
investment portfolio, which considers the expected tail loss.
3
Transcribed Image Text:Suppose an insurance company has £350 million in capital available. The gain from an investment portfolio of this bank during 12-month period is normally distributed with a mean of £70 million and a standard deviation rate of £160 million. The insurance company considers 99% 12-month value at risk (a=2.33) for setting its economic capital. Assume the 1% tail of the loss distribution has the following values: 0.6% probability corresponds to a £700 million loss and 0.4% probability corresponds to a £20 million loss. Calculate annual risk-adjusted return on capital (RAROC) of the investment portfolio, which considers the expected tail loss. 3
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