prob_08_01_02 - Problem 8.1-2 Given a Let x =-x and y =-y...

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Problem 8.1-2 Given: a) Let x' = -x and y' = -y. What is [ Λ ]? b) Let x' = y and z' = z. What is [ Λ ]? Solution: l 1 θ x_x' () cos θ x_x' () := m 1 θ y_x' () cos θ y_x' () := n 1 θ z_x' () cos θ z_x' () := l 2 θ x_y' () cos θ x_y' () := m 2 θ y_y' () cos θ y_y' () := n 2 θ z_y' () cos θ z_y' () := l 3 θ x_z' () cos θ x_z' () := m 3 θ y_z' () cos θ y_z' () := n 3 θ z_z' () cos θ z_z' () := Λ l 1 θ x_x' () l 2 θ x_y' () l 3 θ x_z' () m 1 θ y_x' () m 2 θ y_y' () m 3 θ y_z' () n 1 θ z_x' () n 1 θ z_y' () n 2 θ z_z' () = a) θ x_x' π := θ y_x' π 2 := θ z_x' π 2 := θ x_y' π 2 := θ y_y' π := θ z_y' π 2 := θ x_z' π 2 := θ y_z' π 2 := θ z_z' 0 := l 1 θ x_x' () l 2 θ x_y' () l 3 θ x_z' () m 1 θ y_x' () m 2 θ y_y' () m 3 θ y_z' () n 1 θ z_x' () n 1 θ z_y' () n 2 θ z_z' () 1
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