ConTEXt an excursion - Pragma ADE
ConTEXt an excursion - Pragma ADE
ConTEXt an excursion - Pragma ADE
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Formulae<br />
\placeformula[formula:aformula]<br />
\startformula<br />
y=xˆ2<br />
\stopformula<br />
\placeformula<br />
\startformula<br />
\int_0ˆ1 xˆ2 dx<br />
\stopformula<br />
y = x 2 (7.1)<br />
contents<br />
index<br />
comm<strong>an</strong>ds<br />
definitions<br />
colofon<br />
∫ 1<br />
0<br />
x 2 dx (7.2)<br />
Between \startformula <strong>an</strong>d \stopformula you are in math mode so you c<strong>an</strong> define<br />
<strong>an</strong>y formula you w<strong>an</strong>t by using T E X comm<strong>an</strong>ds. We advise you to do some further reading<br />
on typesetting formulae in T E X. See for example:<br />
• The T E XBook by D.E. Knuth<br />
• The Beginners Book of T E X by S. Levy <strong>an</strong>d R. Seroul<br />
Math mode c<strong>an</strong> occur in two modes: in text mode <strong>an</strong>d display mode. Mathematic expressions<br />
in text mode are placed between $ <strong>an</strong>d $.<br />
The Hasselt community covers <strong>an</strong> area of 42,05 \Square \Kilo \Meter.<br />
Now if you consider a circular area of this size with the market<br />
place of Hasselt as the center point $M$ you c<strong>an</strong> calculate its<br />
diameter with ${{1}\over{4}} \pi rˆ2$.<br />
This will become:<br />
The Hasselt community covers <strong>an</strong> area of 42,05 km 2 . Now if you consider a circular area<br />
of this size with the market place of Hasselt as the center point M you c<strong>an</strong> calculate its<br />
diameter with 1 4 πr 2 .<br />
The m<strong>an</strong>y {} in 1 4 πr 2 are essential for separating operations in the expression. If you<br />
omit the outer curly braces like this: ${1}\over{4} \pi rˆ2$, you would get a non<br />
desired result:<br />
1<br />
4πr 2 .<br />
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