Solution
= Solution
The matrix is
$$
M=\cos\frac\theta2I-i\sin\frac\theta2
\frac{\sigma_2+\sigma_3}{\sqrt2}.
$$
Its image is the rotation through $\theta$ about
$$
\boxed{n=(0,1,1)/\sqrt2}.
$$
= Solution
The matrix is
$$
M=\cos\frac\theta2I-i\sin\frac\theta2
\frac{\sigma_2+\sigma_3}{\sqrt2}.
$$
Its image is the rotation through $\theta$ about
$$
\boxed{n=(0,1,1)/\sqrt2}.
$$