The following C code computes the value of f(x)=e3x for the given x number using Maclaurin series expansion. The code finds the approximate solution and the relative error in each iteration until supplying error tolerance. So, fill in the blanks. #include #include double Factoriel(int n) { if return 1; else return n * Factoriel(n - 1); } int main() { double x; double ref_error, error; double actual_value, approximate_value; printf("x degerini giriniz\n"); scanf s("%lf", &x); printf("Referans hatasini giriniz\n"); scanf_s("%lf", &ref_error);

Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
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The following C code computes the value of f(x)=e3x for the given x number using Maclaurin series expansion. The code finds the
approximate solution and the relative error in each iteration until supplying error tolerance. So, fill in the blanks.
#include <iostream>
#include <math.h>
double Factoriel(int n) {
if
return 1;
else
return n * Factoriel(n - 1);
}
int main()
{
double x;
double ref_error, error;
double actual_value, approximate_value;
printf("x degerini giriniz\n");
scanf_s("%lf", &x);
printf("Referans hatasini giriniz\n");
scanf s("%lf", &ref_error);
Transcribed Image Text:The following C code computes the value of f(x)=e3x for the given x number using Maclaurin series expansion. The code finds the approximate solution and the relative error in each iteration until supplying error tolerance. So, fill in the blanks. #include <iostream> #include <math.h> double Factoriel(int n) { if return 1; else return n * Factoriel(n - 1); } int main() { double x; double ref_error, error; double actual_value, approximate_value; printf("x degerini giriniz\n"); scanf_s("%lf", &x); printf("Referans hatasini giriniz\n"); scanf s("%lf", &ref_error);
printf("x degerini giriniz\n");
scanf s("%lf", &x);
printf("Referans hatasini giriniz\n");
scanf_s("%lf", &ref_error);
actual_value =
%3D
int i = 0;
error = 1.79769e+308;
approximate_value = 0.0;
printf("e^3(%lf) in gercek degeri=%lf\n", x, actual_value);
while
{
approximate_value +=
error =
i++;
printf("%d. iterasyonda Yaklasik Deger:%lf\t Bagil Hata:%lf\n", i, approximate_value, error);
}
system("PAUSE");
return 0;
Transcribed Image Text:printf("x degerini giriniz\n"); scanf s("%lf", &x); printf("Referans hatasini giriniz\n"); scanf_s("%lf", &ref_error); actual_value = %3D int i = 0; error = 1.79769e+308; approximate_value = 0.0; printf("e^3(%lf) in gercek degeri=%lf\n", x, actual_value); while { approximate_value += error = i++; printf("%d. iterasyonda Yaklasik Deger:%lf\t Bagil Hata:%lf\n", i, approximate_value, error); } system("PAUSE"); return 0;
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