Answer Happy

x" + 3x' - 4x = 0, x(0) = 2 x'(0) = 2. Write a C program to solve the differential equation using Euler method. (40 pts) Note: • Hint: General form is f(t, x,y,z) Use a step size h -0.0001 in your program and show the assembler output as a table with columns fort, X, and g for the first 10 iterations 8 .

#include <stdio.h> #include <math.h> double f(double t, double y) { return y; } int main() { double h=0.1, y, t; int i; t=0.0; y = 1.0; for (i=0; i<= 10; i++) { printf("t= %lf %lf %1f\n", t, y, exp(t)); y=y+h*f(ty); t=t+h; } return 0; }