Click here to open a new window with a form that enables you to create your own Web page using the osslet linearTransformation. Resize the new window and arrange your desktop so you can move-back-and-forth between these two windows. Creating a web page requires three steps.
As you fill out the form to configure the osslet for your own use, you may want to refer to this example, which shows all the possible elements in the linearTransformations display. As a curriculum developer you can choose to omit some of these elements to simplify the display. This osslet enables users to study two dimensional linear transformations of the form y = Ax or systems of two equations in two unknowns of the form Ax = b visually.
After you have filled out the form click the Try it!! button to test what you've done. You can make changes in the form and then click the Try it!! button again.
When you are satisfied with the results, choose View Source in your browser. You should see something like the figure below. Its exact appearance will depend on your browser and the choices you made as you filled out the form. The figure only shows the left part of the source code because the source code is very wide.

Locate the part of the code between the line that begins <!-- Copy the code below and the line that begins <!-- Copy the code above. Highlight this code; copy it; and paste it into the (html view of) page you are creating. After you've pasted this code into your new page you can edit your new page in your usual way. Note depending on the software you use to create Web pages, the osslet may not appear until you look at it in a browser. For example, in Microsoft Front Page the osslet does not appear even in the preview pane. It only appears when you look at the page in a browser.
The steps for making a web page with the linearSystem variation of this osslet are almost identical except that you use this form and you need to download the file linearSystem.dcr and place it in the same directory as your html page. The linearSystem form does not give you the option to display the vector b since there is no need for this vector when you are working with a linear system of differential equations.