Scenario Suppose that there are no dividends paid by Google and the interest rate for borrowing and lending are 5% per annum respectively. Discuss b. How could you make money through arbitrage if the June and December forward contracts trade at the same price? c. How would things change if the dividends from June to December are $5? d. How would things change if the borrowing rate is 5.5% and the lending rate is 4.5%

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The table below shows balance sheet data, in £m, for a phone-based bank, Android Bank: £m loans to corporati ons 50 loans to households 600 300 AndroidBank's holdings of shares and bonds, etc retail current account deposits (deposits by general public with AndroidBank) commercial current account deposits (deposits by companies with AndroidBank) tangible assets and property 1500 50 500 cash in vaults 50 reserve deposits with Bank of England (deposits by AndroidBank) borrowing by AndroidBank in money market 300 25

Vijay

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You know that the stated rate of return is not what you really earned. If the inflation rate last year was 4.5%, and your investment had a stated rate of 18%, what was your real return? (Do not round intermediate calculations and enter your answer as a percent rounded to 2 decimal places, e.g., 32.16.) Real return %

Which of the following statements is false?   A.   Basel II use the value at risk (VaR) with a one-year time horizon and a 99.9% confidence level for calculating capital for credit risk and operational risk.   B.   20 BP = 0.2%   C.   Basel I is increasing the amount of capital that banks are required to hold and the proportion of that capital that must be equity.   D.   Model-building approach is a model for the joint distribution of changes in market variables and using historical data to estimate the model parameters.

Please no written by hand solution Suppose you observe the following rates in a market. $0.80 = 1.0 euros $1.50 = 1.00 pounds 0.55 pound = 1.00 euro If you have $1 million, you will get arbitrage profits by buying a currency with $1 million, then buying another currency with the currency you bought, and lastly buying dollars with the currency you bought. The arbitrage profit with the operation will be ?

Explain in a few sentences what each example means. This is strictly qualitative.

It is given that dP/dt = rP (r being the annually compounded interest rate and P is the amount in the account at any given time).   Suppose that an account earns at an annual rate of r percent compounded continuously and a person is drawing an income of H dollars per year withdrawn continuously (impossible, but a modeling assumption). Use phase line analysis to analyze the behavior of the account. Discuss the meaning of any equilibrium points and their stability. If r = 10% (a reasonable rate for long-term stock investments), and H = $10,000, how long should an initial investment of $50,000 be left untouched so that when withdrawals begin the capital is not depleted?