viết chương trình nhập số nguyên n<1000 và cho biết có bao nhiêu số nguyên tố từ 1 đến n?
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![](https://rs.olm.vn/images/avt/0.png?1311)
![](https://rs.olm.vn/images/avt/0.png?1311)
Bài 1:
uses crt;
var a:array[1..100]of integer;
i,n:integer;
begin
clrscr;
write('Nhap n='); readln(n);
for i:=1 to n do
begin
write('A[',i,']='); readln(a[i]);
end;
for i:=1 to n do
if a[i] mod 2<>0 then write(a[i]:4);
readln;
end.
Bài 2:
uses crt;
var a:array[1..100]of integer;
i,n:integer;
begin
clrscr;
write('Nhap n='); readln(n);
for i:=1 to n do
begin
write('A[',i,']='); readln(a[i]);
end;
for i:=1 to n do
if a[i] mod 2=0 then write(a[i]:4);
readln;
end.
![](https://rs.olm.vn/images/avt/0.png?1311)
c1:
#include <bits/stdc++.h>
using namespace std;
long long i,n,s;
int main()
{
cin>>n;
s=1;
for (i=1; i<=n; i++) s=s*i;
cout<<s;
return 0;
}
Câu 2:
#include <bits/stdc++.h>
using namespace std;
long long i,n,s;
int main()
{
cin>>n;
s=1;
for (i=1; i<=n; i++) if (i%2==0) s=s*i;
cout<<s;
return 0;
}
![](https://rs.olm.vn/images/avt/0.png?1311)
1:
uses crt;
var t,x,i,n:integer;
begin
clrscr;
t:=0;
n:=10;
for i:=1 to n do
begin
readln(x);
t:=t+x;
end;
write(t);
readln;
end.
2:
uses crt;
var dem,x,i,n:integer;
begin
clrscr;
dem:=0;
n:=10;
for i:=1 to n do
begin
readln(x);
if x mod 2=0 then inc(dem);
end;
write(dem);
readln;
end.
3
program Cacsole;
uses crt;
var M, N, i: integer;
begin
clrscr;
write ('Nhap M= '); readln(M);
write ('Nhap N= '); readln(N);
for i := M to N do
if i mod 2 = 1 then
write (i,' ');
readln;
end.
![](https://rs.olm.vn/images/avt/0.png?1311)
Bài 1
Var s,i:integer;
tb:real;
Begin
Write('Nhap n = ');readln(n);
i:=1;
s:=0;
While i<=n do
Begin
s:=s+i;
i:=i+1;
End;
tb:=s/n;
Writeln('Tong la ',s);
Write('Trung binh la ',tb:10:2);
Readln;
End.
Bài 2
Var i,n,souoc:integer;
Begin
Write('Nhap n = ');readln(n);
i:=1;
While i <= n do
Begin
i:=i + 1;
If n mod i = 0 then souoc:=souoc + 1;
End;
If souoc = 1 then write(n,' la so nguyen to')
Else write(n,' khong la so nguyen to');
Readln;
End.
![](https://rs.olm.vn/images/avt/0.png?1311)
2:
#include <bits/stdc++.h>
using namespace std;
int main()
{
int n,i,kt=0;
cin>>n;
for (int i=2; i*i<=n; i++)
if (n%i==0) kt=1;
if (kt==0) cout<<"YES";
else cout<<"NO";
}
![](https://rs.olm.vn/images/avt/0.png?1311)
program tim_chu_so;
uses crt;
var i,n,csln:longint;
k:integer;
a:array[1..1000]of longint;
st:string;
begin
clrscr;
write('nhap so n:');readln(n);
str(n,st);
val(st,a[i]);
csln:=a[1];
for i:=1 to length(st) do
if csln<a[i] then csln:=a[i];
writeln('chu so lon nhat cua so ',n,' la:',csln);
readln;
end.
Câu 1:
uses crt;
var n,i,d,x,y,max:integer;
st:string;
begin
clrscr;
write('Nhap n='); readln(n);
str(n,st);
d:=length(st);
max:=0;
for i:=1 to d do
begin
val(st[i],x,y);
if max<x then max:=x;
end;
writeln('Chu so lon nhat la: ',max);
readln;
end.
![](https://rs.olm.vn/images/avt/0.png?1311)
Câu 1: Viết chương trình nhập vào N số nguyên từ bàn phím tính tích các số chia hết cho 3?
program TichSoChiaHetCho3;
var
n, i, tich: integer;
a: array[1..100] of integer;
begin
tich := 1;
write('Nhap so phan tu cua day: ');
readln(n);
for i := 1 to n do
begin
write('Nhap phan tu thu ', i, ': ');
readln(a[i]);
if a[i] mod 3 = 0 then
begin
tich := tich * a[i];
end;
end;
writeln('Tich cac phan tu chia het cho 3 la: ', tich);
readln;
end.
Câu 2: Viết chương trình nhập vào N số nguyên từ bàn phím đếm xem có bao nhiêu số chẵn trong các số vừa nhập?
program DemSoChanTrongDay;
var
n, i, tich: integer;
a: array[1..100] of integer;
begin
dem := 0;
write('Nhap so phan tu cua day: ');
readln(n);
for i := 1 to n do
begin
write('Nhap phan tu thu ', i, ': ');
readln(a[i]);
if a[i] mod 2 = 0 then
begin
dem := dem + 1;
end;
end;
writeln('So phan tu chan trong day la: ', dem);
readln;
end.
Câu 3: Viết chương trình nhập vào N số nguyên từ bàn phím hiển thị các số có giá trị nhỏ hơn hoặc bằng 20?
program HienThiSoNhoHon20;
var
n, i: integer;
a: array[1..100] of integer;
begin
write('Nhap so phan tu cua day: ');
readln(n);
for i := 1 to n do
begin
write('Nhap phan tu thu ', i, ': ');
readln(a[i]);
if a[i] <= 20 then
begin
writeln(a[i]);
end;
end;
readln;
end.
![](https://rs.olm.vn/images/avt/0.png?1311)
Câu 1:
uses crt;
var n,i:integer;
s:real;
begin
clrscr;
write('Nhap n='); readln(n);
s:=1;
for i:=1 to n do
s:=s*i;
writeln(s);
readln;
end.
Câu 2:
uses crt;
var t,i,n:integer;
begin
clrscr;
write('Nhap n='); readln(n);
t:=0;
for i:=1 to n do
t:=t+i;
writeln(t);
readln;
end.
![](https://rs.olm.vn/images/avt/0.png?1311)
1. Uses crt;
var n,i: integer;
begin clrscr;
readln(n);
for i:=1 to n do write(i:3);
readln;
end.
2. Uses crt;
var n,i: integer;
begin clrscr;
readln(n);
for i:=1 to n do if(i mod 2 = 0) then write(i:3);
readln;
end.
help me!!!
okila![](data:image/png;base64,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)