In the diagram, point A is north of point B and $\angle\text{ABC} = 135^\circ$.
In what direction is point C from point B?

1. Identify the bearing of A from B

Since point A is north of point B, the line segment BA points directly North ($0^\circ$).

2. Determine the direction of C from B using the given angle

The angle $\angle\text{ABC} = 135^\circ$. Since C is to the bottom-left of B, the angle is measured anti-clockwise from North (or clockwise if we consider the full $360^\circ$, but visually it's $135^\circ$ towards the West side of South). South is $180^\circ$ from North. West is $90^\circ$ anti-clockwise from North. South-West is exactly $135^\circ$ anti-clockwise from North ($180^\circ - 45^\circ = 135^\circ$). Therefore, C is South-West of B.