Ch 6: Parallel Lines and Polygons: Homework Help

About This Chapter

The Parallel Lines and Polygons chapter of this High School Geometry Homework Help course helps students complete their parallel lines and polygons homework and earn better grades. This homework help resource uses simple and fun videos that are about five minutes long.

How it works:

  • Identify which concepts are covered on your parallel lines and polygon homework.
  • Find videos on those topics within this chapter.
  • Watch fun videos, pausing and reviewing as needed.
  • Complete sample problems and get instant feedback.
  • Finish your parallel lines and polygon homework with ease!

Topics from your homework you'll be able to complete:

  • Forming angles with parallel lines and transversals
  • Proving lines are parallel
  • Working with converse statements
  • Constructing parallel lines
  • Indirect proofs and the parallel postulate
  • Defining polygons
  • Determining the number of diagonals in polygons
  • Measuring regular polygons
  • Measuring angles of triangles
  • Measuring angles of polygons

12 Lessons in Chapter 6: Parallel Lines and Polygons: Homework Help
Test your knowledge with a 30-question chapter practice test
Angles Formed by a Transversal

1. Angles Formed by a Transversal

Parallel lines are two lines that never touch while remaining the same distance apart, whereas a transversal is a straight line that crosses two other lines. Learn about the angles formed by a transversal intersecting parallel lines, specifically congruent angles.

Parallel Lines: How to Prove Lines Are Parallel

2. Parallel Lines: How to Prove Lines Are Parallel

There are four ways to prove that lines are parallel, meaning that these two lines never intersect. Learn more about parallel lines and explore different types of angles such as corresponding angles, alternate exterior angles, alternate interior angles, and supplementary angles.

Using Converse Statements to Prove Lines Are Parallel

3. Using Converse Statements to Prove Lines Are Parallel

Converse statements are often used in geometry to prove that a set of lines are parallel. Learn about the properties of parallel lines and how to use converse statements to prove lines are parallel.

Constructing a Parallel Line Using a Point Not on the Given Line

4. Constructing a Parallel Line Using a Point Not on the Given Line

Drawing a parallel line requires only two tools: a straightedge and a compass. Learn what parallel lines are, and understand the process of constructing a line with a point not on the original line.

The Parallel Postulate: Definition & Examples

5. The Parallel Postulate: Definition & Examples

In geometry, the parallel postulate argues that if a third line is used to connect two straight lines, and that third line creates two angles on the same side that are each less than 90 degrees, then the two straight lines will eventually intersect. Review examples and recognize why this postulate is important in geometry.

What Are Polygons? - Definition and Examples

6. What Are Polygons? - Definition and Examples

Polygons are flat shapes with at least three sides. Learn the definition of a polygon, discover the differences between a regular and irregular polygon, and then explore examples of concave, convex, simple, and complex polygons.

Regular Polygons: Definition & Parts

7. Regular Polygons: Definition & Parts

Polygons are two dimensional shapes with straight sides, and regular polygons are those with all equal sides and angles. Learn the differences between regular and irregular polygons and the various parts that are used to create them.

How to Find the Number of Diagonals in a Polygon

8. How to Find the Number of Diagonals in a Polygon

A polygon has straight sides, is flat in shape, and contains diagonals. Explore the definition of a diagonal and a polygon, and learn how to use a simple formula to find the number of diagonals in a polygon.

Finding the Perimeter of Polygons

9. Finding the Perimeter of Polygons

Finding the perimeter of polygons means that the distance that is all around the shape has to be found. Study the definition of polygons and the perimeter, and how to use a shortcut to find the perimeter for regular polygons.

Measuring the Area of Regular Polygons: Formula & Examples

10. Measuring the Area of Regular Polygons: Formula & Examples

In geometry, a polygon is any two-dimensional shape enclosed with straight lines. Explore the formula and examples for measuring the area of a regular polygon, learn about a regular polygon's sides, and review the apothem.

Measuring the Angles of Triangles: 180 Degrees

11. Measuring the Angles of Triangles: 180 Degrees

When measuring the angles of triangles, it is imperative to remember that all triangles have three angles that add up to 180 degrees. Learn about the three angles in a triangle and how to use a formula to find the measure of a missing angle.

How to Measure the Angles of a Polygon & Find the Sum

12. How to Measure the Angles of a Polygon & Find the Sum

A regular polygon is a flat shape with equal sides and equal angles. Learn to identify and measure angles of a polygon including finding the sums of its interior angles, one interior angle, and exterior angles.

Chapter Practice Exam
Test your knowledge of this chapter with a 30 question practice chapter exam.
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Practice Final Exam
Test your knowledge of the entire course with a 50 question practice final exam.
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More Exams
There are even more practice exams available in Parallel Lines and Polygons: Homework Help.

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