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lập trình nhập vào từ bàn phím số nguyên dương n tính và in ra màng hình tổng các số chẳn từ 1 đến n
![](https://rs.olm.vn/images/avt/0.png?1311)
#inckude <bits/stdc++.h>
using namespace std;
long long n,i,t;
int main()
{
cin>>n;
t=0;
for (i=1;i<=n; i++)
if (i%2==0) t=t+i;
cout<<t;
return 0;
}
![](https://rs.olm.vn/images/avt/0.png?1311)
Program bt_3;
Uses crt;
Var Tong, n, i: integer;
Begin
Clrscr;
Writeln(‘nhap n=’);
Readln (n);
Tong:=0;
For i:=1 to n do
If I mod 5 = 0 then Tong:= Tong+i;
Writeln(‘Tong la:’,Tong);
Readln
End.
![](https://rs.olm.vn/images/avt/0.png?1311)
Program bt_3;
Uses crt;
Var Tong, n, i: integer;
Begin
Clrscr;
Writeln(‘nhap n=’);
Readln (n);
Tong:=0;
For i:=1 to n do
If I mod 3 = 0 then Tong:=Tong+i;
Writeln(‘Tong la:’,Tong);
Readln
End.
![](https://rs.olm.vn/images/avt/0.png?1311)
Program bt_3;
Uses crt;
Var Tong, n, i: integer;
Begin
Clrscr;
Writeln(‘nhap n=’);
Readln (n);
Tong:=0;
For i:=1 to n do
If I mod 2 = 1 then Tong:= Tong+i;
Writeln(‘Tong la:’,Tong);
Readln
End.
![](https://rs.olm.vn/images/avt/0.png?1311)
Program bt_3;
Uses crt;
Var Tong, n, i: integer;
Begin
Clrscr;
Writeln(‘nhap n=’);
Readln (n);
Tong:=0;
For i:=1 to n do
If I mod 2 = 0 then Tong:= Tong+i;
Writeln(‘Tong la:’,Tong);
Readln
End.
![](https://rs.olm.vn/images/avt/0.png?1311)
uses crt;
var a:array[1..10]of longint;
n,i,t,dem,dem1,dem2,t1:integer;
begin
clrscr;
readln(n);
for i:=1 to n do readln(a[i]);
for i:=1 to n do write(a[i]:4);
writeln;
t:=0;
for i:=1 to n do t:=t+a[i];
writeln(t);
t1:=0;
dem1:=0;
dem2:=0;
for i:=1 to n do
begin
if a[i]>0 then dem1:=dem+1;
if a[i] mod 2=0 then
begin
dem2:=dem2+1;
t1:=t1+a[i];
end;
end;
writeln(dem1);
writeln(t1/dem2:4:2);
readln;
end.
![](https://rs.olm.vn/images/avt/0.png?1311)
uses crt;
var a:array[1..10]of longint;
n,i,t,dem,dem1,dem2,t1:integer;
begin
clrscr;
readln(n);
for i:=1 to n do readln(a[i]);
for i:=1 to n do write(a[i]:4);
writeln;
t:=0;
for i:=1 to n do t:=t+a[i];
writeln(t);
t1:=0;
dem1:=0;
dem2:=0;
for i:=1 to n do
begin
if a[i]>0 then dem1:=dem+1;
if a[i] mod 2=0 then
begin
dem2:=dem2+1;
t1:=t1+a[i];
end;
end;
writeln(dem1);
writeln(t1/dem2:4:2);
readln;
end.
uses crt;
var n,i,t,x,y,d:integer;
st:string;
begin
clrscr;
write('Nhap n='); readln(n);
str(n,st);
d:=length(st);
t:=0;
for i:=1 to d do
begin
val(st[i],x,y);
t:=t+x;
end;
writeln('Tong cac chu so cua ',n,' la: ',t);
readln;
end.
mang tính chất test danh hiệu nhưng vẫn đúng nhá![](data:image/png;base64,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)