Let's analyze the pattern step-by-step.

Given transformations:

• South-East becomes North
• North-East becomes West

Step 1: Understand the original directions and their positions

• North (N) = 0°
• North-East (NE) = 45°
• East (E) = 90°
• South-East (SE) = 135°
• South (S) = 180°
• South-West (SW) = 225°
• West (W) = 270°
• North-West (NW) = 315°

Step 2: Analyze the given mappings

• SE (135°) → N (0°)
• NE (45°) → W (270°)

Step 3: Calculate the rotation or transformation applied

• From SE (135°) to N (0°), difference: 0° - 135° = -135° (or +225°)
• From NE (45°) to W (270°), difference: 270° - 45° = +225°

So it looks like the transformation is a rotation +225° (or equivalently -135°) clockwise.

Step 4: Apply the same rotation to West (270°)

• West (270°) + 225° = 495°
• Since a full circle is 360°, subtract 360°: 495° - 360° = 135°

135° corresponds to South-East (SE).

Answer:

West will become South-East.