A rigid rotor with rotational inertia \(I\) is initially at rest at angular position \(\theta = 0\). In three separate trials, the rotor is turned from \(\theta = 0\) to \(\theta = 1\text{ rad}\) by a single applied torque: Trial 1 uses constant torque \(\tau_1(\theta) = \tau_0\), Trial 2 uses linearly increasing torque \(\tau_2(\theta) = \tau_0\theta\), and Trial 3 uses sinusoidal torque \(\tau_3(\theta) = \tau_0\sin\left(\dfrac{\pi}{2}\theta\right)\). Which row in the table correctly identifies the work delivered in Trial 2 (\(W_2\)), the work delivered in Trial 3 (\(W_3\)), and the ranking of the final rotational kinetic energies \(K_1, K_2, K_3\) of the rotor at \(\theta = 1\text{ rad}\)?