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The question asks which of the following can be drawn using a pair of compasses:

- Square
- Circle
- Straight line
- Arc
- Angle

### Answer:
1. **Circle**: A compass is specifically designed to draw circles by fixing one point and rotating the other arm to create a perfect arc or full circle.
2. **Arc**: An arc is simply a part of a circle, so a compass can easily draw arcs.
3. **Angle**: While you can't directly draw an angle with a compass, you can construct angles by using intersecting arcs.

### Items that cannot be drawn with just a compass:
- **Square**: A square requires straight lines and right angles, which need additional tools like a straightedge.
- **Straight line**: A compass alone cannot draw a straight line.

Thus, the correct answers would be **Circle**, **Arc**, and possibly **Angle** if considering its construction.

Would you like a detailed explanation of how these constructions are done with a compass?

### Related questions:
1. How can you draw a perfect square using both a compass and a straightedge?
2. What are the steps to construct an equilateral triangle using a compass?
3. How do you bisect an angle using only a compass?
4. Can a compass be used to draw parallel lines? If yes, how?
5. What is the process of constructing a perpendicular bisector with a compass?

**Tip**: A compass is a powerful tool in geometry for creating precise circular shapes, arcs, and helping in the construction of various geometric figures.

Select all of the following that can be drawn using a pair of compasses: Square, Circle, Straight line, Arc, Angle.

Learn which geometric figures can be constructed using only a compass. Explore how to draw a circle, arc, and angle, as well as the limitations when it comes to squares and straight lines. Suitable for students in Grades 5-7.

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