Parallelogram - Geometry - Math Dictionary
Search 4+ Million Solved Examples in Mathematics
Search:  

Home

Solved Examples

Elementary Math

Middle School Math

HighSchool Math

Math Dictionary

Free Trial
Students
Student Tour of Site
Sign Up Now
Homework Help
Practice regularly
Contact a Coach
 
Teachers
Teacher Tour of Site
Sign Up Now
Subscriptions
Share Your Knowledge
Contact a Rep
Parents
Parent Tour of Site
Sign Up Now
Web Coach
Homework Help
Contact a Rep
 

Homework Help                                      <<Back to Math Dictionary

Additional Links

 Bisect     Diagonal     Opposite angles     Quadrilateral     Side  

Parallelogram
Definition of Parallelogram

  • A Parallelogram is a quadrilateral whose opposite sides are parallel and equal and opposite angles are equal.

More about Parallelogram

  • The diagonals of a parallelogram bisect each other.
  • Area (A) of a parallelogram of base b and height h is given as A = bh.

Example of Parallelogram

  • The figure shown above is a parallelogram.

Solved Example on Parallelogram

Which pair of shapes can be combined to form a parallelogram?

Choices:
A. Figure 1
B. Figure 2
C. Figure 3
D. Figure 4
Correct Answer: B
Solution:
Step 1: A parallelogram is a quadrilateral that has two pairs of parallel sides.
Step 2: Here, we can make a parallelogram with the pair of shapes in the Figure 2.

Step 3: So, Figure 2 can be combined to form a parallelogram.

Related Terms for Parallelogram

  • Bisect
  • Diagonal
  • Opposite angles
  • Quadrilateral
  • Side

Additional Links for Parallelogram


Page: 1 of 4
Browse for solved examples below on this Math Dictionary term:
Page: 1 of 4
Copyright © 1999 - 2008 HighPoints Learning Inc All rights reserved About Us | Privacy Policy | Terms & Conditions | Contact Us | Sitemap | Links | SiteMapText
This site is best viewed with Internet Explorer 6.0 or higher.
*Test names and other trademarks are the property of the respective trademark holders.
None of the trademark holders are affiliated with HighPoints Learning or this web site.