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/* M. Beeson, titles of GetProblem window for MathXpert
11.8.92 split out of older files
2.14.99 modified
2.3.00 modified for _complex_trig
4.26.13 added an include and added "const" to problemtitle
5.3.13 changed names of exported functions
6.17.13 removed dead topic alg1_quadratic_formula
8.15.17 Spanish translation, saved as ISO-8859
*/
#define ENGLISH_DLL
#include "export.h"
#include "probtype.h"
#include "tdefn.h"
#include "english1.h"
/*________________________________________________________________________*/
/* following are the titles for problem window */
/* corresponding to values of problemtype in probtype.h
and values of topic in topics.h */
const char *Spanish_problemtitle(int problemtype, int topic)
{
switch(topic)
{ case _evaluate_numerically:
return " Expresi�n a ser evaluada ";
case _eliminate_fractional_exponents: /* problemtype is ROOTS */
return " Eliminar exponentes fraccionarios en: ";
case _eliminate_negative_exponents:
return " Eliminar exponentes negativos en: ";
case _multiply_polynomials:
return " Polinomios a ser multiplicados ";
case _quadratic_formula: /* fall-through */
case _evaluate_trig:
return " Expresi�n a ser evaluada: ";
case _trig_product:
return " Pasar los productos de funciones trigonom�tricas a sumas: ";
case _complex_trig:
return "Expresar en la forma a + bi";
}
switch(problemtype)
{ case SIMPLIFY: break;
case ROOTS: break;
case SIGMA_NOTATION: break;
case COMMON_DENOMINATOR:
return " Fracciones a ser sumadas: ";
case NEGATIVE_EXPONENTS:
return " De ser necesario, expresar usando exponentes negativos: ";
case FRACTIONAL_EXPONENTS:
return " De ser necesario, expresar usando exponentes fraccionarios: ";
case FACTOR:
return " Expresi�n a factorizar: ";
case LINEAR_EQUATION:
case SOLVE_EQUATION:
return " Ecuaci�n a resolver: ";
case LINEAR_EQUATIONS:
return " Ecuaciones lineales a resolver: ";
case INEQUALITIES:
return " Inecuaci�n a resolver: ";
case ABSOLUTE_VALUE:
return " Simplificar usando las reglas de valor absoluto: ";
case COMPLEX_NUMBERS:
return " Simplificar usando las reglas de n�meros complejos: ";
case ORDINARY_GRAPH:
return " Funci�n a graficar: ";
case COMPARE_GRAPHS:
if(topic == _comparefandfprime)
return " Ingresar la funci�n (se sacar� la derivada autom�ticamente): ";
if(topic == _comparetwoderivs)
return " Ingresar la funci�n (se sacar� la derivada autom�ticamente): ";
return " Funciones a graficar, separadas por comas: ";
case GRAPH_INEQUALITY:
return " Inecuaci�n a graficar: ";
case GRAPH_RELATION:
return " Relaci�n a graficar: ";
case POLYROOTS:
return " Polinomio cuyas ra�ces complejas quieren verse: ";
case CONTOUR_PLOT:
return " Funci�n cuyas l�neas de nivel quieren verse: ";
case COMPLEX_CONTOUR_PLOT:
return " Ingresar una funci�n real de variable compleja: ";
case TRIG_EXPAND:
case BINOMIAL_THEOREM:
return " Expresi�n a desarrollar:";
case TRIG_IDENTITY:
if(topic == _hyperfunctions)
return "Verificar convirtiendo a exponenciales: ";
return " Identidad a verificar: ";
case INDUCTION:
return " a probar por inducci�n: ";
case POLAR_GRAPH:
return " Funci�n a graficar en forma polar: ";
case PARAMETRIC_GRAPH:
return " Dos funciones determinando una curva param�trica: ";
case LIMITS:
case LHOPITAL:
return " L�mite a evaluar: ";
case DIFFERENTIATE_FROM_DEFN:
return " Expresi�n a diferenciar a partir de su definici�n: ";
case DIFFERENTIATE:
return " Expresi�n a diferenciar: ";
case MINMAX:
return " Hallar m�nimo y m�ximo en un intervalo: ";
case IMPLICIT_DIFF:
return " Expresi�n a diferenciar impl�citamente: ";
case RELATED_RATES:
return " Ecuaci�n relacionando los rangos: ";
case INTEGRATION:
return " Integral a ser evaluada: ";
case ADDSERIES:
return " Serie infinita a evaluar: ";
case TESTCONVERGENCE:
return " Serie infinita cuya convergencia se evaluar�: ";
case POWERSERIES:
return " Expresi�n a desarrollar como serie de potencias: ";
case SOLVE_ODE:
return " Ecuaci�n diferencial resolverse gr�ficamente: ";
case SOLVE_TWO_ODES:
return " Dos ecuaciones diferenciales, separadas por comas: ";
case HIGH_ORDER_ODE:
return " Ecuaci�n diferencial y'''... = f(x,y,y',...): ";
case RIEMANN_SUMS:
return " Sumas de Riemann";
case SIMPSONS_RULE:
return " Regla de Simpson";
case TRAPEZOID_RULE:
return " Regla de Trapezoides ";
case POLAR_NONPARAMETRIC_SURFACE: /* fall through */
case NONPARAMETRIC_SURFACE:
return " Funci�n a ser graficada: ";
case PARAMETRIC_SURFACE:
return " Tres funciones de dos variables: ";
}
return " Expresi�n a ser simplificada ";
}
Sindbad File Manager Version 1.0, Coded By Sindbad EG ~ The Terrorists