The expected return on Big Time Toys is $11$ percent and its standard deviation is $19$ percent. The expected return on Chemical Industries is $-1$ percent and its standard deviation is $14$ percent. Suppose the correlation coefficient for the two stocks' returns is $0\mathrm{.}9.$ What are the expected and standard deviation of a portfolio with $80$ percent invested in Big Time Toys and the rest in Chemical Industries?

Enter your answers as percentages rounded to $2$ decimal places. Do not include the percentage sign in your answers.

E$($rp$)=$

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Std$.$ Dev. $=$

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