1. **State the problem:** We need to find the bearing of point D from point C using the protractor scale. 2. **Understanding bearings:** Bearings are measured clockwise from the north direction (0° or 360°) to the line connecting the two points. 3. **Given information:** The protractor shows a half-circle from 0° to 180°, with 0° at the right horizontal line (point C), 180° at the vertical line (north), and the line to point D at 140° on the protractor. 4. **Interpreting the bearing:** Since the protractor is oriented with 0° at the right horizontal line (east) and 180° at north, the bearing from C to D is measured clockwise from north. 5. **Calculate the bearing:** The bearing is given directly as 140° on the protractor scale, which means the bearing of D from C is $140^\circ$. 6. **Final answer:** The bearing of D from C is **140°**.