목차
없음
본문내용
f) = %lf u2(%1.1f) = %lf error = %lf\n", t, w2[i], t, u2(t), u2(t)-w2[i]);
}
}
double f1(double t, double w1, double w2){
return 3*w1 + 2*w2 - (2*t*t+1)*exp(2*t);
}
double f2(double t, double w1, double w2){
return 4*w1 + w2 + (t*t + 2*t - 4)*exp(2*t);
}
double u1(double t){
return exp(5*t)/3 - exp(-t)/3 + exp(2*t);
}
double u2(double t){
return exp(5*t)/3 + exp(-t)*2/3 + t*t*exp(2*t);
}
Result
}
}
double f1(double t, double w1, double w2){
return 3*w1 + 2*w2 - (2*t*t+1)*exp(2*t);
}
double f2(double t, double w1, double w2){
return 4*w1 + w2 + (t*t + 2*t - 4)*exp(2*t);
}
double u1(double t){
return exp(5*t)/3 - exp(-t)/3 + exp(2*t);
}
double u2(double t){
return exp(5*t)/3 + exp(-t)*2/3 + t*t*exp(2*t);
}
Result
소개글