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CAN YOU EXPLAIN IN DETAIL THE DIFFERENCES BETWEEN THIS 2 CODING

CAN YOU EXPLAIN IN DETAIL THE DIFFERENCES BETWEEN THIS 2 CODING

Computer Networking: A Top-Down Approach (7th Edition)
Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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CAN YOU EXPLAIN IN DETAIL THE DIFFERENCES BETWEEN THIS 2 CODING

#include<iostream> #include<cmath> 3 #include<conio.h> #define f(x) pow(x,2)*sin(x)*(exp(pow(x,2))) using namespace std; int main() int N; float delx,simps,trape; const float Pi=3.142; 10 11 12 cout<<"Enter the only N(5,10,20,40) : "; cin>>N; cout<«"This program will integrate the function, \n\n\t f=(x^2)*(sin(x))*(exp(x^2)) over x(0,Pi)\n\nUsing Simpson's and trapezoidal rules : "; cout<<"\n\n"; 13 14 15 16 17 18 delx = (Pi-e)/N; 19 20 for(int i=@;i<N;i++) 21 É 22 trape += (delx/2)*(f(i*delx)+f((i+1)*(delx))); 23 24 for (int x-e;x<(N-3);x=x+2) { simps += (delx/3)*(f(x*delx)+4*f((x+1)*delx)+f((x+2)*delx)); 25 26 E 27 28 29 cout<<"The trapezoidal Produces an integral value of "<trape<<" for "<<N<<" subsections."<<endl; cout<<"The simpson's Produces an integral value of "<«simps<<" for "<<N<<" subsections."<<endl; 30 31 32 33 return e; 34
Transcribed Image Text:#include<iostream> #include<cmath> 3 #include<conio.h> #define f(x) pow(x,2)*sin(x)*(exp(pow(x,2))) using namespace std; int main() int N; float delx,simps,trape; const float Pi=3.142; 10 11 12 cout<<"Enter the only N(5,10,20,40) : "; cin>>N; cout<«"This program will integrate the function, \n\n\t f=(x^2)*(sin(x))*(exp(x^2)) over x(0,Pi)\n\nUsing Simpson's and trapezoidal rules : "; cout<<"\n\n"; 13 14 15 16 17 18 delx = (Pi-e)/N; 19 20 for(int i=@;i<N;i++) 21 É 22 trape += (delx/2)*(f(i*delx)+f((i+1)*(delx))); 23 24 for (int x-e;x<(N-3);x=x+2) { simps += (delx/3)*(f(x*delx)+4*f((x+1)*delx)+f((x+2)*delx)); 25 26 E 27 28 29 cout<<"The trapezoidal Produces an integral value of "<trape<<" for "<<N<<" subsections."<<endl; cout<<"The simpson's Produces an integral value of "<«simps<<" for "<<N<<" subsections."<<endl; 30 31 32 33 return e; 34
#include<iostream> #includecmath> #includecconio.h> #define f(x) pow(x,2)*sin(x}*(exp(pow(x,2)}} using namespace std; void calculate_simps(int N , float a, float simps) 11 12 13 14 15 E 16 17 18 const float Pi=3.142; a - (Pi-8)/N; for (int x-8jx<(N-3)jX=X+2) simps += (a/3)*(f(x*a)+4*f((x+1)*a)+f((x+2)*a)); cout<«"The simpson's Produces an integral value of "<«simps<<" for "<<N<<" subsections. "<<endl; 20 21 int main () 23 24 float aj int Nj flual simpsj cuutss"Enter the unly N(5,10,20,40) : "; cin>Nj cout<<"This program will integrate the function; \n\n\t_f=(x^2)*(sin(x))*(exp(x^2)) over x(0;Pi)\n\nUsing Simpson's rules : "i cout<<"\n\n"; 27 28 29 31 32 calculate_simps(N,a, simps); return ej} 34
Transcribed Image Text:#include<iostream> #includecmath> #includecconio.h> #define f(x) pow(x,2)*sin(x}*(exp(pow(x,2)}} using namespace std; void calculate_simps(int N , float a, float simps) 11 12 13 14 15 E 16 17 18 const float Pi=3.142; a - (Pi-8)/N; for (int x-8jx<(N-3)jX=X+2) simps += (a/3)*(f(x*a)+4*f((x+1)*a)+f((x+2)*a)); cout<«"The simpson's Produces an integral value of "<«simps<<" for "<<N<<" subsections. "<<endl; 20 21 int main () 23 24 float aj int Nj flual simpsj cuutss"Enter the unly N(5,10,20,40) : "; cin>Nj cout<<"This program will integrate the function; \n\n\t_f=(x^2)*(sin(x))*(exp(x^2)) over x(0;Pi)\n\nUsing Simpson's rules : "i cout<<"\n\n"; 27 28 29 31 32 calculate_simps(N,a, simps); return ej} 34
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