T Exercise 2.6.25 Let Rn Rm SRk R Rk be linear. Show that Ro (SoT) = (ROS) o T by showing directly that [Ro (SoT)](x) =
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T Exercise 2.6.25 Let Rn Rm SRk R Rk be linear. Show that Ro (SoT) = (ROS) o T by showing directly that [Ro (SoT)](x) =
T Exercise 2.6.25 Let Rn Rm SRk R Rk be linear. Show that Ro (SoT) = (ROS) o T by showing directly that [Ro (SoT)](x) = [(RoS)•T)](x) holds for each vec- tor x in R".
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