Friday, May 28, 2010
Google Wave & Math Facts
The plan for this summer is to continue developing MathFacts at ASchool.us. If you are a beta user you are welcome to join the Wave that I have started to facilitate development priorities and ideas. Visit the ASchool.us/math website to learn more about ASchool's MathFacts program. Once your account has been setup I'll send you an email with all of the details. At this point let me know if you are interested in participating in the wave.
Wednesday, May 5, 2010
iPod in the classroom a first look
https://vr.shapeservices.com/play.php?hash=356783718fa8326c179931ef9a049c8f9fba2ec19eb3243a2
Listen to the short audio clip to hear what programs I'm exlporing with my iPod.
Here is a list of programs that are potentially useful: PDFReader, GraphIt, RSS Player, Bible, Stars, Skype, VR+, iDoodleIt, Periodic Table.
___
Sent via VR+
Thursday, April 29, 2010
More Multiplication Math Resources
If you are looking of a simple grid to help students learn their multiplication or addition tables check out this PDF file that I've created. Students fill in the answers for each of the squares. This worksheet would work well with Salman Khan's Multiplication 2: The Multiplication Tables tutorial shown below.
Addition and Multiplication Grid (download)
Addition and Multiplication Grid (download)
Labels:
addition,
math,
math facts,
multiplication,
worksheets
Sunday, March 21, 2010
Math Facts Demo Version
I expect Math Facts to be ready to come out of beta version by the end of the summer 2010. If you are interested in signing up for beta account now which will get you a discounted price for as long as you keep your account. Now is the time to sign up!
Here is a demo of multiplication problems up to 6x6. The full version allows students to save their scores and keep track of which multiplication tables they have complete and how quickly they have completed them.
Here is a demo of multiplication problems up to 6x6. The full version allows students to save their scores and keep track of which multiplication tables they have complete and how quickly they have completed them.
Monday, February 22, 2010
Graphing Inequalities With One Variable
It is easy to get confused when graphing equations with one variable. The first thing that you need to determine is if the question is asking for the equation to be graphed on a number line or in the coordinate plane. Lets take the example mentioned in a comment on the previous post How to Graphing Inequalities in the Coordinate Plane.
x > 6 and x > 2.
First we need to recognize the inequality that answers the problem. Any x value that will correctly solve x > 6 will also work for x > 2. This means that x > 6 is a subset of x > 2. Since this is an and problem that is a solution has to work for both inequalities to be part of the solution set. This makes x > 6 the answer since it everything that works for x > 6 will also work for x > 2.
With that said we now need to determine which type of graph we need to create, assuming that you have to graph your answer. Note that in the graphs below each grid line represents 2.
If you are asked to graph the inequality on a number line your answer would be the red line, the one on top, of the graph below. I've drawn both lines so that you can see everywhere the red line is the orange is also.

Remember to make your left end points empty since the inequality is greater than but not equal to.
If you are asked to graph the inequality in the coordinate plane your answer should look like the yellowish/greenish area on the right side of the yellow line in the graph below. Like the graph above everywhere the yellow area is the green area is also.

Remember to dash your lines since this a greater than but not equal to.
Now if the problem as or instead of and you would the green and orange lines would be your answer since your solutions in the solution set would only have to answer one of the equations. Everything that works in x > 6 also works for x > 2.
x > 6 and x > 2.
First we need to recognize the inequality that answers the problem. Any x value that will correctly solve x > 6 will also work for x > 2. This means that x > 6 is a subset of x > 2. Since this is an and problem that is a solution has to work for both inequalities to be part of the solution set. This makes x > 6 the answer since it everything that works for x > 6 will also work for x > 2.
With that said we now need to determine which type of graph we need to create, assuming that you have to graph your answer. Note that in the graphs below each grid line represents 2.
If you are asked to graph the inequality on a number line your answer would be the red line, the one on top, of the graph below. I've drawn both lines so that you can see everywhere the red line is the orange is also.

If you are asked to graph the inequality in the coordinate plane your answer should look like the yellowish/greenish area on the right side of the yellow line in the graph below. Like the graph above everywhere the yellow area is the green area is also.

Now if the problem as or instead of and you would the green and orange lines would be your answer since your solutions in the solution set would only have to answer one of the equations. Everything that works in x > 6 also works for x > 2.
Sunday, January 31, 2010
Flash Muliplication Resource: 4-digit by 1-digit
I'm working with my lower grade students to help them learn to multiply larger numbers than just the simple math facts. I wanted a way to help them get lots of practice without having to grade lots of problems and still help them get the immediate feedback on how they are doing.
If you are having problems with the applet above visit the original site: 4-digit by 1-digit multiplication practice at woehler.us.
If you are having problems with the applet above visit the original site: 4-digit by 1-digit multiplication practice at woehler.us.
Thursday, January 14, 2010
Inkscape Clock

Subscribe to:
Posts (Atom)