Advanced Trigonometry, SMB-007 MC

Consider the angle \(\theta = 135^{\circ}\).

Which of the following correctly describes the quadrant in which this angle lies?

1. The quadrant where \(\cos \theta\) is negative and \(\sin \theta\) is positive.
2. The quadrant where \(\cos \theta\) is positive and \(\sin \theta\) is negative.
3. The quadrant where \(\tan \theta\) is positive and \(\sin \theta\) is negative.
4. The quadrant where \(\cos \theta\) is negative and \(\sin \theta\) is negative.