Tuesday, December 14, 2010

Functions and Relations

We have discussed in class how to tell if a relation is a function.  We have used one-to-one mapping as well as ordered pairs to show relations. (REmember one person does not usually live in two houses, but more than one person can live in the same house.)  When you have a visual representation of a function, you can use the "vertical-line test".  Here is a practice activity on relations and functions.  Try it and leave me a comment to let me know what you think.

Wednesday, December 8, 2010

Linear Relationships

We are currently working with linear relationships represented by arithmetic sequences.  We have generated closed and recursive formulas for sequences as well as using these formulas to generate sequences.  Here is a neat game to provide practice in identifying linear relationships.  Play the game and leave a comment letting me know what you think.

Tuesday, November 16, 2010

Solving Inequalities

Basic inequalities are solved in the same manner as equations.  Isolate the variable on the left.  The inequality sign will replace the equal sign.  Remember that when multiplying or dividing both sides by a negative number, the inequality sign is reversed.  When graphing the solution set on a number line - an open circle means that the number at that point is not included in the solution set.  A closed circle means that the number at that point is included in the solution set.  This is represented by the    or    ≥  signs.   The > and < represent open circles.  Here is a Brainpop video about graphing inequalities.  Take a graded quiz after viewing the video.  Print out your results and turn them in to me for extra credit.  Again you may need to sign up for a free trial.

Monday, November 15, 2010

Two-Step Equations

Today we began working with equations requiring more than one step to find the solution.  Remember that the object in working toward the solution is to isolate the variable on one side and have it equal some real number on the other side of the the equal sign.  Here is a movie about two-step equations.  You may have to sign up for a free trial in order to view the video.  Your free trial will last only 5 days but during that time you can watch videos and complete activities related to topics in math.  Try a couple of the activities related to topics we have already covered and let me know if you think BrainPop is something you would enjoy being able to use at school.

Monday, November 8, 2010

Love Those Comments - Solving Equations

I am really loving all of the comments.  I'm glad that some of you are finding the practice activities fun and helpful.  I think everyone did really well today in class with  evaluating expressions.  Our next topic will be solving equations in one-variable.  Try this Shooting Hoops Game and leave me a comment to let me know how you did.  I can solve the problems, but unfortunately, I don't seem to be a very good shot.  See if you can get a friend or family member to join you for a two-player game.

Thursday, November 4, 2010

Evaluating Expressions

A variable is a symbol or letter used to represent a number.  In the unit Equal or Not, we are evaluating expressions in one variable.  Try this activity Evaluating an Expression with 1 variable.  Play the COUNTDOWN game 3 times and leave a comment letting me know your best score.   So far, my best score is 14.  Can you beat that?!

Wednesday, November 3, 2010

Onward to Solving Equations

Today you completed your post-test on Probability and Exponents.  I would like to know how everyone feels as to the difficulty level of the post-test.  (Do you feel that you did well or did you find it difficult to complete?) 
Next we will explore equations and expressions.  Once you feel confident in your ability to translate written expressions into algebraic equations, I would like for you to trying this activity on Translating and Solving Equations.  Once you have completed the practice, leave me a comment telling me what you have learned about equations and expressions.

Friday, October 29, 2010

Post Test and Comments

Everyone seems to have an understanding of the Pythagorean Theorem.  If you have not tried the practice activity in my previous post, then please do so as a quick review before the post test.  Study guides for the post test will be distributed on Monday.  The post test will be administered on Wednesday, November 3, 2010.  I am asking all of my students to sign up as a follower of McMichael's 8th Grade Math and leave a comment.  Everyone who successfully completes this task will receive 5 extra credit points on their post test.  To post a comment, click on the comments button and choose to comment as Anonymous.  Type your comment in the box and sign your name at the end.  Your comment will be posted once it has been approved.

Monday, October 25, 2010

Radicals and Roots

We have spent the past two weeks working on adding/subtracting/multiplying/dividing radical expressions.  Here is a neat practice activity for Radical Expressions to help you prepare for your post test.  Try the practice and let me ( and your fellow classmates) know what you think.  Better yet, post your score from the website!  WE have just started our study of the Pythagorean Theorem.  If you are feeling pretty confident that you understand the Pythagorean Theorem, try this Practice Activity for the Pythagorean Theorem.  Again, let me (and your fellow classmates) know what you think.

Friday, October 22, 2010

WELCOME!

Welcome to McMichael's 8th Grade Math.  This is your opportunity to communicate with your teacher and your classmates about the concepts we are discussing in math class.  Be sure to keep your blog posts clean and to the point. I think this will be a "fun" way for us to learn more about math together. Remember that your on-line textbook is a useful tool for tutorial videos, practice quizzes, and extra practice.

Your first assignment is to sign up as a follower and post a comment about something new that you have learned during our study of exponents and square roots.  Be sure to be specific and use complete sentences in your responses.