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A young investment manager tells his client that the probability of making a positive return with his suggested portfolio is 90%. What is the risk (standard deviation) that this investment manager has assumed in his calculation if it is known that returns are normally distributed with a mean of 5.6%?
3-defective electric toothbrushes were accidentally shipped to a drug store called Clean brush items along with seventeen non-defective ones.
Suppose that Saudi Arabia lets other members of OPEC sell all the oil they want at the existing price which the Saudis set and other members accept. The daily world demand for OPEC oil is given by:P = 88 2Q
Draw a histogram of household size variable. On the histogram, mark in the mean and median. Comment on the shape of the distribution and what are the mean and standard error of your sampling distribution
Regression analysis was used to estimate the given seasonal forecasting equation, D1 is a variable that is equal to one in 1st quarter and zero otherwise;
Determine when the exponents of a Cobb-Douglas production function sum to more than one, the function exhibits
Answer the following questions using the above data. Compute autonomous aggregate demand and compute the short-run output.
"Financial crises, such as the recent ‘sub-prime' credit crisis, have significant disruptive effects on the flow of funds in the financial system". With the aid of examples, show how the Reserve Bank of Australia has dealt with the 2008 Global Fin..
In Milky Way Galaxy, a class of 2,000 students took a course in Astronomy. The 1st exam scores and final exam percentage reached earth, but transmission broke off after only a dozen students' scores were received.
Dr. Izobel Stevens is physician at the Westbury HMO, a New York City based medical facility serving the poor and indigent. Stevens is estimating the cost effectiveness of a preventive maintenance event,
Evaluate the merit or otherwise of the above statement by commenting on the R2 values of the estimated CAPM regressions above.
There are 20 million households in Country X and 4 million of them are below the poverty line. What is the poverty rate for Country X?
Find E(Z) (1 dp) 2. Assuming that X and Y are statistically independent find var(Z) (1 dp) 3. Assuming that cov(X,Y) = 2 find var(Z) (1dp)
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