Given the pulse transfer function \(G(z)\) of a plant. For \(w=2 \mathrm{rad} / \mathrm{s}, G\left(\varepsilon^{j \omega T}ight)\) is equal to the complex number \(1.3 \angle\left(-25^{\circ}ight)\). The signal \(5 \cos 2 t\) is applied to the input (sampler and data hold) of the plant. Find the steady-state sampled output.