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Using TeX Notation 4: Difference between revisions

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| [[Image: matrices01.png|Table properties]]
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| [[Image: matrices02.png | Merge cells]]
| [[Image: matricestable02.png | Merge cells]]
| [[Image: matrices03.png | Cell properties button]]
| [[Image: matricestable03.png | Cell properties button]]
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You may need to look into the Advanced properties setting of the tables and cells to make this work.
You may need to look into the Advanced properties setting of the tables and cells to make this work.

Revision as of 00:19, 8 August 2010

Matrices

A Matrix is a rectangular array of numbers arranged in rows and columns which can be used to organize numeric information. Matrices can be used to predict trends and outcomes in real situations - i.e. polling.


A Matrix

A matrix can be written and displayed like A matrix

In this case the matrix is constructed using the brackets before creating the array:

 $$ M = \left[\begin{array} a&b&1 \ c&d&2 \ e&f&3\end{array}\right] $$

The internal structure of the array is generated by the &, ampersand, and the double backslash.

You can also create a grid for the matrix.

A dashed line A solid line A mixed line
matrices04.gif matrices05.gif matrices06.gif
$$ M = \left[\begin{array}{c.c.c} a&b&1 \ \hdash c&d&2 \ \hdash e&f&3\end{array}\right] $$ c|c} a&b&1 \ \hline c&d&2 \ \hline e&f&3\end{array}\right] $$ c} a&b&1 \ \hline c&d&2 \ \hdash e&f&3\end{array}\right] $$

The command sequences here are the {c|c.c} and \hdash and \hline. The pipe, |, and the full stop determine the line type for the vertical line.

Matrices also respond to other TeX Notation commands such as size and colour.

Colour

Size
matrices07.gif matrices08.gif matrices09.gif
$$ \blue M = \left[\begin{array}{c.c.c} a&b&1 \ \hdash c&d&2 \ \hdash e&f&3\end{array}\right] $$ $$ \fs7 M = \left[\begin{array}{c.c.c} a&b&1 \ \hdash c&d&2 \ \hdash e&f&3\end{array}\right] $$ $$ \fs2 M = \left[\begin{array}{c.c.c} a&b&1 \ \hdash c&d&2 \ \hdash e&f&3\end{array}\right] $$

Creating equal and unequal matrices

Equal and unequal matrices are simply matrices that either share or not share the same number of rows and columns. To be more precise, equal matrices share the same order and each element in the corresponding positions are equal. Anything else is unequal matrices.

Actually equal and unequal matrices are constructed along similar lines, but have different shapes:

Equal Matrix An unequal matrix
matrices10.gif matrices11.gif
$$ \left[\begin{array} a&b&1 \ c&d&2 \ e&f&3\end{array}\right] \ = \ \left[\begin{array} 12&11&z \ 10&9&y \ 8&7&x\end{array}\right] $$ $$ \left[\begin{array} a&b \ c&d \ e&f \end{array}\right] \ \neq \ \left[\begin{array} 12&11&z \ 10&9&y \ 8&7&x\end{array}\right] $$

Labeling a Matrx

Addition and subtraction matrices are similar again, but the presentation is usually very different. The problem comes when trying to mix labels into arrays. The lack of sophistication in the TeX Notation plays against it here.

Moodle allows an easy adoption of tables to make it work though. For example:

 Bill the baker supplies three shops, A, B and C with pies, pasties and sausage rolls. 
 He is expected to determine the stock levels of those three shops in his estimation of supplies.

It is better to use the Fullscreen editor for this, to have a better idea of how the end product will look and to take advantage of the additional tools available. Design decisions need occupy our attention for a while. We need a table of five rows and four columns. The first row is a header row, so the label is centred. The next row needs four columns, a blank cell to start and labels A, B and C. The next three rows are divided into two columns, with the labels, pies, pasties and sausage rolls in each row of the first column and the matrix resides in a merged set of columns there. So first the table:

Insert Table - initial properties Merge Cells Button Advanced Properties
Table properties Merge cells Cell properties button

You may need to look into the Advanced properties setting of the tables and cells to make this work.