You recently purchased a two-stock portfolio. 30% of the portfolio is Stock A and 70% of the portfolio is Stock B. Economists forecast three possible economic conditions: Boom, Average, or Recession. There is a 10% probability of a Boom, a 50% probability of Average conditions, and a 40% chance of Recession. Stock A is estimated to have a 21% return during Booms, a 14\% return during Average conditions, and an 8% return during recessions. Stock B would have a 9% return during Booms, an 5% return during Average conditions, and a 3% return during recessions. Calculate the following estimates: A. Expected return for Stock A (nearest 1/100 of one percent without \% symbol, e.g. 6.98)? B. Standard deviation for Stock A (nearest 1/100 of one percent without \% symbol, e.g. 6.98)? C. Expected return for Stock B (nearest 1/100 of one percent without \% symbol, e.g. 6.98)? D. Standard deviation for Stock B (nearest I/100 of one percent without \% symbol, e.g. 6.98 )? E. Expected return for the portfolio (nearest 1/100 of one percent without % symbol, e.g. 6.98 )? F. Correlation coefficient for Stocks A and B (nearest 1/1000 of whole number, 0.9,0.398 )? G. Standard deviation tor the portfolio (nearest 1/100 of one percent without % symbol, e.9.6.98 )? H. Select the response that best describes the correlation coefficient Neak positive Weak negative Strong negative Strong positive No correlation