Tag Archives: Dynamic Number
Stars, Polygons, and Multiples
Raz’s Magic Multiplying Machine
Adding and Subtracting on a Dynamic Number Chart
A Compendium of Elementary Web Sketchpad Activities
Understanding Fraction Multiplication
Last week, Scott and I attended a fraction symposium at NYU, and it made me realize how long it's been since I've written about our Sketchpad work with fractions. Below is a Web Sketchpad model for displaying and solving fraction multiplication problems. Representing fraction multiplication with an area model is a common approach, but it's challenging to … Continue Reading ››
Bunny Times Brings Conceptual Understanding to Multiplication
Four years ago, my colleague Scott Steketee and I set out to develop an interactive game to help students develop strategies for thinking about and solving multiplication problems. As we examined the existing apps on the market, we discovered that most focused on the drill aspect of learning one's multiplication facts. We set our goals higher. We … Continue Reading ››
Zooming Integers: Magnifying the Number Line
In my prior post, I presented a "zooming" number line model that allowed students to estimate the location of a point along a number line and then repeatedly magnify that portion of the number line to obtain ever-finer estimates, accurate to tenths, hundredths, thousandths, and beyond.
In a sense I got ahead of myself because I … Continue Reading ››
Zooming in on Place Value
One of the aspects I like best about Dynamic Geometry software like Web Sketchpad is its ability to illustrate concepts that cannot effectively be represented with static media. Take, for example, a number line that we draw on a white board. Showing the number … Continue Reading ››
Dancing Unknowns: You Haven’t Seen Simultaneous Equations Like These!
When it comes to simultaneous equations, I like to push the bounds of conventional pedagogical wisdom. In an earlier post, I offered a puzzle in which elementary-age students solve for four unknowns given eight equations. Now, I'd like to present a puzzle that might sound even more audacious: Solving for ten unknowns. … Continue Reading ››
