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+{\author Ga}\r
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+\pard\widctlpar\qc\plain\f0\fs36\b (75.42) - Taller de Programaci\'f3n I\r
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--- /dev/null
+/* vim: set et ts=4 sw=4 : */
+/** \mainpage Taller de Programación I (75.42) - Trabajo Práctico I
+
+\section objetivo Objetivo.
+
+ Desarrollar un programa que resuelva, utilizando un método iterativo,
+ una función diferencial en un intervalo de tiempo dado.
+
+ \note Utilizar sólo funciones ANSI C.
+
+
+
+\section desarrollo Desarrollo.
+
+ \subsection parte1 Parte 1.
+
+ Dada una función diferencial \f$df_{(t)}\f$, desarrolle un
+ programa que calcule la integral de la misma utilizando el
+ método iterativo (Euler explícito), tal como se explica a
+ continuación. Almacene estos resultados en un vector.
+
+
+ \subsubsection funcion Función diferencial.
+
+ \f[
+ df_{(t)} = \frac{500 - f_{(t)}}{30}
+ \f]
+
+
+ \subsubsection variables Variables.
+
+ - \f$t_i\f$: Tiempo inicial de la iteración = 0.
+
+ Solicitar al usuario el ingreso de las restantes variables por
+ línea de comandos:
+
+ - \f$f_{(t)}\f$: Estado inicial del sistema.
+ - \f$t_f\f$: Tiempo final de la iteración (segundos).
+ - step: Paso (en segundos).
+
+
+ \subsubsection Método de iteración (Euler explícito).
+
+ \f[
+ f_{(t + step)} = f_{(t)} + df_{(t)} * step
+ \f]
+
+
+
+ \subsection parte2 Parte 2.
+
+ Grafique los primeros 70 pasos (si los hay) de la función f en
+ formato texto, entre los valores máximos y mínimos que tome en
+ este intervalo, utilizando 20 líneas horizontales.
+
+ Por ejemplo:
+
+ \verbatim
+
+ t0 = 0
+ tf = 10
+ step = 0.5
+ 400 ***
+ 390 * ** ****
+ 380 * * ******
+ 370 **
+
+ \endverbatim
+
+*/
+
+/**
+
+Descripción breve de la función Test.
+
+En la descripción completa tengo un link a la \ref parte1 "página principal".
+
+*/
+void Test(void);
\ No newline at end of file