6.EE.4. Identify when two expressions are equivalent (i.e., when the two expressions name the same number regardless of which value is substituted into them). For example, the expressions y + y + y and 3y are equivalent because they name the same number regardless of which number y stands for. Reason about and solve one-variable equations and inequalities.

There are 3 videos in this category and 0 videos in 0 subcategories.

Category Videos
Not Right For WatchKnowLearn
Ages: 11 - 15
The Rules for Linear Equations
From ehow.com, produced by eHow.com
This video provides a basic overview of the rules to solve linear equations.  This would be good to use as an introduction to linear equations and also for extra reinforcement.  (02:58)
November 9, 2012 at 11:50 AM
  • Favorites

Not Right For WatchKnowLearn
Ages: 12 - 18
How to Solve Linear Equations in Fractions
From ehow.com, produced by eHow.com
In this video, the presenter explains how to solve an equation with one variable as well as a fraction.  This is an advanced problem for solving equations with a single variable.  (01:49)
November 7, 2012 at 03:21 PM
  • Favorites

Not Right For WatchKnowLearn
Ages: 11 - 14
Equation Vs. Algebraic Expression
From ehow.com, produced by eHow.com
This video quickly explains the difference between an equations and an algebraic expression.  (01:19)
November 9, 2012 at 11:43 AM
  • Favorites
History [show]

Loading history...

Please make your comments on categories positive, and not just negative.

People work hard on educational categories, and we want to encourage them to make more!

  • Profanity (curse words), sexually suggestive remarks, and other such obviously inappropriate comments will be deleted immediately, and are grounds for immediate expulsion. Remember, children use this website.
  • Personal criticism on project forums and in video content is not allowed and will be deleted immediately. Any violations of this rule could result in expulsion from the project so please, no insults or other negative personal remarks.
  • Very harshly-worded criticism of content will also be deleted promptly. Please use your vote to express your harshest feelings. Repeated violations of this rule can result in expulsion. If you must criticize another person's hard work, then be nice about it.
If you want to comment, please sign in