# C Output Questions

1. Find Error/Output in follwing code:
2. ```                            ```
How many times "Placement Question" will print.
int main()
{
int x;
for(x=-1; x<=10; x++)
{
if(x < 5)
continue;
else
break;
printf("Placement Question");
}
return 0;
}
```                            ```
1. Infinite Time
2. 11 Times
3. 0 Time
4. 10 Times
C
Explanation:

1. Find Error/Output in follwing code:
2. ```                            ```
int main()
{
printf("%d%d%d", sizeof(3.14f), sizeof(3.14l));
}
```                            ```
1. 4160
2. 844
3. 3284
4. None of the above
A
Explanation:

1. Find Error/Output in follwing code:
2. ```                            ```
int main()
{
int a = 10, b = 25;
a = b++ + a++;
b = ++b + ++a;
printf("%d %d n", a, b);
}
```                            ```
1. 36 64
2. 35 62
3. 36 63
4. 30 28
C
Explanation:

1. Find Error/Output in follwing code:
2. ```                            ```
int main()
{
char arr[7]="Network";
printf("%s", arr);
return 0;
}
```                            ```
1. Network
2. N
3. Garbage value
4. Compilation error
A
Explanation:

1. Find Error/Output in follwing code:
2. ```                            ```
int main()
{
int x = 7538;
printf("%d %dn", x % 100, x / 10);
}
```                            ```
1. 38 753
2. 75 538
3. 538 38
4. 0 753
A
Explanation:

1. Find Error/Output in follwing code:
2. ```                            ```
int main ()
{
int x = 20, y = 35;
x = y++ + x++;
y = ++y + ++x;
printf ("%d %d n", x, y);
}
```                            ```
1. 55 92
2. 56 93
3. 57 94
4. None of the above
B
Explanation:

1. Find Error/Output in follwing code:
2. ```                            ```
void fn()
{
static int i = 10;
printf("%d ", ++i);
}
int main()
{
fn();
fn();
}
```                            ```
1. 10 10
2. 11 11
3. 11 12
4. 12 12
C
Explanation:

1. Find Error/Output in follwing code:
2. ```                            ```
int main ()
{
int x = 24, y = 39, z = 45;
z = x + y;
y = z - y;
x = z - y;
printf ("n%d %d %d", x, y, z);
}
```                            ```
1. 24 39 63
2. 39 24 63
3. 24 39 45
4. 39 24 45