Question

# Provide an explanation of how to construct a rhombus complete with an explanation of steps and illustrations.

- Explain how the construction of the rhombus can help you construct a parallel line through a point.
- Explain how the construction of the rhombus can help you copy an angle.
- Explain how the construction of the rhombus can help you construct an angle bisector.
- When you construct an angle bisector, the bisector will split the rhombus into 2 triangles. How you know that these triangles are congruent and how that makes it an angle bisector?
**Draw a diagram and explain.** - Provide an explanation of how to construct a perpendicular bisector complete with an explanation of steps and illustrations.
- Explain how the construction of the perpendicular bisector can help you construct a perpendicular line through a point.
- Explain how the construction of the perpendicular bisector can help you find the midpoint of a segment.
- Provide an explanation of how to construct a hexagon inscribed in a circle complete with an explanation of steps and illustrations.
- Explain how the construction of the hexagon inscribed in a circle can help you construct an inscribed equilateral triangle.

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