Sample 3: Charts and Graphs (Part 2)

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Quadratic Functions and Their Graphs

a math textbook page

Click or select image to zoom

This is a page from a high school math textbook. It includes mathematical equations, graphs, and a table of mathematical data. (Click on the image for a larger version.)

Making This Image Accessible

This page can be made accessible using MathML, image descriptions, and sonification. The choice of modality varies depending on factors such as the information to be conveyed, grade level, student knowledge and experience, and the image itself. The complete HTML5 + MathML file and the MP3 audio files are available from the source files list.

How an image description is displayed depends on the reading tool being used. In most mainstream reading tools, the description will not be displayed at all, but in tools designed for accessibility (or mainstream tools with accessible features enabled), the description could be displayed below the image, voiced as part of the content, or both.

MathML

MathML is a way of marking up mathematical notation that makes both its structure and content accessible. It is used throughout the sample page above to create equations and other elements.

For example, the code used to create this equation:

MathML example
looks like:
<math overflow="scroll">
	<mrow><mi>f</mi>
		<mrow>
			<mo>(</mo> <mi>x</mi> <mo>)</mo>
		</mrow>
		<mo>=</mo>
		<mn>2</mn> <msup><mi>x</mi> <mn>2</mn> </msup><mo>-</mo>
		<mn>4</mn> <mi>x</mi> <mo>+</mo> <mn>1</mn>
	</mrow>
</math>

The complete HTML5 + MathML code is available from the source files list.

Text or Audio Description

For the graphs on this page, the image descriptions are short enough that only alt text is needed. An appropriate description for the first graph is:

“A vertical parabola with the vertex at (1, -1).”

An appropriate description for the second graph is:

“A vertical parabola with the vertex at (0, -1). The parabola crosses the following points: (1, 0); (-1, 0); (2, 3); (-2, 3).”

EPUB 3

The code to create this description in EPUB 3 is:

<img id="math-img-1290" title="A graphing calculator of a graph titled '[-4.7, 4.7, 1] by [-3.1, 3.1, 1]' with the parabola 'y = 2x² - 4x + 1' with vertex 'X=1 Y=-1'." alt="A vertical parabola with the vertex at (1, -1)." src="math_complete_files/p716_001.jpg">

DAISY

The code to create this description in DAISY is:

<imggroup>
	<img id="math-img-1290" src="math_complete_files/p716_002.jpg" alt="A vertical parabola with the vertex at (0, -1). The parabola crosses the following points, (1, 0); (-1, 0); (2, 3); (-2, 3)." />
</imggroup>

Sonification

Sonification uses non-speech audio to represent the behavior of the graphed equation. By presenting mathematical concepts in a different way, sonification is useful for all students regardless of disability or learning differences. In a web browser or reading tool that supports audio, you can play the MP3 file by clicking on the icon next to the graph.

 vertical parabola with the vertex at (1, -1)

If your current reading system supports sound, you can hear the sonification for the graph above by clicking on the image.

A vertical parabola with the vertex at (0, -1). The parabola crosses the following points, (1,0); (-1,0); (2,3); (-2,3).

If your current reading system supports sound, you can hear the sonification for the graph above by clicking on the image.

The complete example page with both sonification MP3 files is available from the source files list.

 

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Ideas that work.The DIAGRAM Center is a Benetech initiative supported by the U.S. Department of Education, Office of Special Education Programs (Cooperative Agreement #H327B100001). Opinions expressed herein are those of the authors and do not necessarily represent the position of the U.S. Department of Education.

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