Question: Use a protractor to draw an angle for each of the given measures.
A. 60° B. 115° C. 76°
1. **Problem Statement:**
Draw angles of $60^\circ$, $115^\circ$, and $76^\circ$ using a protractor.
2. **Understanding the Protractor:**
A protractor is a semicircular tool marked from $0^\circ$ to $180^\circ$ used to measure and draw angles.
3. **Steps to Draw Each Angle:**
- **For $60^\circ$:**
1. Draw a baseline (a straight line).
2. Place the midpoint of the protractor at one end of the baseline.
3. Align the baseline with the $0^\circ$ mark on the protractor.
4. Mark a point at $60^\circ$ on the protractor scale.
5. Remove the protractor and draw a line from the baseline endpoint through the marked point.
- **For $115^\circ$:**
1. Repeat the baseline and protractor placement.
2. Mark the point at $115^\circ$.
3. Draw the angle line through this point.
- **For $76^\circ$:**
1. Repeat the baseline and protractor placement.
2. Mark the point at $76^\circ$.
3. Draw the angle line through this point.
4. **Summary:**
Each angle is drawn by marking the correct degree on the protractor and drawing a line from the vertex through that mark.
Final answer: Angles of $60^\circ$, $115^\circ$, and $76^\circ$ drawn using the protractor as described.