$1.$ Getinge AB $$ Class B $($GNGBF$)$ BETA $0\mathrm{.}57482$

$2.$ Bayerische Motoren Werke AG $($BAMXF$)$ BETA $1\mathrm{.}02973$

$3.$ DEUTSCHE BANK AG $($DB$)$ BETA $1\mathrm{.}27953$

$4.$ AT& T INC $($T$)$ BETA $0\mathrm{.}75505$

$5.$ YOKOHAMA RUBBER CO$.$LTD $($YORUF $)$ BETA $0\mathrm{.}34665$

$6.$ ALPHABET INC $($GOOG$)$ BETA $1\mathrm{.}03838$

$7.$ DELL BETA $0\mathrm{.}73364$

$8.$ F FORD BETA $1\mathrm{.}64359$

$9.$ APPLE INC $($AAPL$)$ BETA $1\mathrm{.}3082$

$10.($TM$)$ TOYOTA MOTOR CORPORATION BETA $0\mathrm{.}65148$ returned an

average of $9\mathrm{.}6\%$ per year To estimate your Stock

portfolio$$s required rate of return over a $10$ year time

horizon, you'll want to use the $10-$year U$.$S$.$ Treasury

bond rate as your measure of rrf$.$ It is currently $2\mathrm{.}42\%$ Calculate the expected return for each stock position you r $=$ rf $+$b$($rm $-$ rf $)$ Determine the stocks that should remain as part of your efficient portfolio