Suppose that we are going to formulate a portfolio from two stocks (ABC and XYZ). 30% of our funds into ABC and 70% into stock XYZ. Stock ABC has a mean return of 14% and stock XYZ has a mean return of 14%. Stock ABC has a standard deviation of 27% and stock XYZ has a standard deviation of 27%. The returns on the two stocks have correlation of 0.0. What is the mean return and the standard deviation of return on the portfolio? Suppose that we are going to formulate a portfolio from two stocks (ABC and XYZ). 30% of our funds into ABC and 70% into stock XYZ. Stock ABC has a mean return of 14% and stock XYZ has a mean return of 14%. Stock ABC has a standard deviation of 27% and stock XYZ has a standard deviation of 27%. The returns on the two stocks have correlation of 0.0. What is the mean return and the standard deviation of return on the portfolio?