Mathc complexes/07h
Apparence
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c00c.c |
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/* ------------------------------------ */
/* Save as : c00c.c */
/* ------------------------------------ */
#include "w_a.h"
/* ------------------------------------ */
/* ------------------------------------ */
#define RA R4
#define CA C4
#define Cb C1
#define CXY C2
/* ------------------------------------ */
int main(void)
{
double ta[RA*CA]={
/* x**3 x**2 x**1 x**0 */
-125, +25, -5, +1,
-8, +4, -2, +1,
+8, +4, +2, +1,
+27, +9, +3, +1,
};
double tb[RA*C1]={
/* y */
-3.00 ,
+0.00,
+3.00,
-2.00,
};
double xy[RA*CXY] ={ -5, -3,
-2, 0,
2, 3,
3, -2 };
double **XY = ca_A_mRZ(xy,i_mZ(RA,CXY));
double **A = ca_A_mRZ(ta,i_mZ(RA,CA));
double **b = ca_A_mRZ(tb,i_mZ(RA,C1));
double **Inv = i_mZ(CA,RA);
double **Invb = i_mZ(CA,C1);
clrscrn();
printf(" Fitting a linear Curve to Data :\n\n");
printf(" x y \n");
p_mRZ(XY,S5,P0,C6);
printf(" A :\n x**3 x**2 x**1 x**0");
p_mRZ(A,S7,P2,C7);
printf(" b :\n y ");
p_mRZ(b,S7,P2,C7);
stop();
clrscrn();
printf(" Inv : ");
invgj_mZ(A,Inv);
pE_mRZ(Inv,S12,P4,C10);
printf(" x = Inv * b ");
mul_mZ(Inv,b,Invb);
p_mRZ(Invb,S10,P2,C10);
printf("\n The coefficients a, b, c of the curve are : \n\n"
" y = %+.2fx**3 %+.2fx**2 %+.2fx %+.2f\n\n"
,Invb[R1][C1],Invb[R2][C1],Invb[R3][C1],Invb[R4][C1]);
stop();
f_mZ(XY);
f_mZ(b);
f_mZ(A);
f_mZ(Inv);
f_mZ(Invb);
return 0;
}
/* ------------------------------------ */
/* ------------------------------------ */
Exemple de sortie écran :
Fitting a linear Curve to Data :
x y
-5 -3
-2 +0
+2 +3
+3 -2
A :
x**3 x**2 x**1 x**0
-125.00 +25.00 -5.00 +1.00
-8.00 +4.00 -2.00 +1.00
+8.00 +4.00 +2.00 +1.00
+27.00 +9.00 +3.00 +1.00
b :
y
-3.00
+0.00
+3.00
-2.00
Press return to continue.
Inv :
-5.9524e-03 +1.6667e-02 -3.5714e-02 +2.5000e-02
+1.7857e-02 +0.0000e+00 -1.4286e-01 +1.2500e-01
+2.3810e-02 -3.1667e-01 +3.9286e-01 -1.0000e-01
-7.1429e-02 +5.0000e-01 +1.0714e+00 -5.0000e-01
x = Inv * b
-0.14
-0.73
+1.31
+4.43
The coefficients a, b, c of the curve are :
y = -0.14x**3 -0.73x**2 +1.31x +4.43
Press return to continue.