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Пl=
8;актическая
работа № 23
Нk=
2;ходение
минимальноk=
5;о
и
максимальнl=
6;го
числа в
массиве
Цель
работы - созk=
6;ать
программу,
которая
находит
минимальноk=
7;
и
максимальнl=
6;е
числа в
введенном м
=
72;ссиве.
Опис=
072;ние
плана
разработки
программы<=
/b>
1. &n=
bsp;
Открыть
новый проек
=
90;.
2. &n=
bsp;
Размест=
1080;ть
на форме
экземпляры
компонентоk=
4;: Button, Edit, Label.
3. &n=
bsp;
Выполни=
1090;ь
следующие
действия:
Таблица
23.
Выделе
=
85;ный
объект
|
Вкладк
=
72;
окна
Object Inspector
|
Имя
свойства/
имя
события
|
Действ
=
80;е
|
Form1=
o:p>
|
Properties
|
Caption
|
Установ=
082;а
имени формы
«Поиск»
|
Events
|
OnCreate
|
Очистит=
100;
значения
свойств Text &=
#1090;екстовых
полей
|
Button1
|
Properties
|
Caption
|
Введите
название
«Очистить»
|
Events
|
Onclick
|
Очистит=
100;
значения
свойств Text &=
#1090;екстовых
полей
|
Button2
<=
/o:p>
|
Properties
|
Caption
|
Введите
название
«Закрыть»
|
Events
|
Onclick
|
Обработ=
082;а
события
закрытия
формы
|
Button3
|
Properties
|
Caption
|
Введите
название «П=
1086;иск»
|
Events
|
Onclick
|
Обработ=
082;а
события
нахождения =
1084;инимальног=
о
и
максимальн=
086;го
чисел во
введенном
массиве
|
Edit1=
o:p>
|
Properties
|
Caption
|
Очистит=
100;
значение
свойства Text
|
Edit2=
o:p>
|
Properties
|
Caption
|
Очистит=
100;
значение
свойства Text <=
/p>
|
Edit3=
o:p>
|
Properties
|
Caption
|
Очистит=
100;
значение
свойства Text <=
/p>
|
4. Введите=
переl=
4;енные
s, ss: string ; a: array [1.=
.15] of
integer; I, j, k, max, min, p=
, code
: integer.
5. &n=
bsp;
Сохрани=
1090;е
проект,
запустите и
протестируl=
1;те
его.
Листинг подпрогра&=
#1084;м
procedure Tform1.FormCreate(Sender: T=
object);
begin
Edit1.Text :=3D ‘’;
Edit2.Text :=3D ‘’;
Edit3.Text :=3D ‘’;
end=
;
procedure Tform1.Button1Click(Sender:=
Tobject);
begin
Edit1.Text :=3D ‘’;
Edit2.Text :=3D ‘’;
Edit3.Text :=3D ‘’;
end=
;
procedure Tform1.Button2Click(Sender:=
Tobject);
begin
close;
end=
;
procedure Tform1.Button3Click(Sender:=
Tobject);
begin
&n=
bsp;
s :=3DEdit1.Text;
&n=
bsp;
s :=3D concat (s, #32);
&n=
bsp;
i :=3D 0;
&n=
bsp;
while Length(s) > 0 do
begin
i :=3D
i+1;
p :=3D
pos (#32,s);=
ss
:=3D copy (s,1,p-1);
Val (ss,k,code);
a[i]
:=3D k;
delete(s,1,p);<=
/p>
end;
&n=
bsp;
max :=3D a[1];
&n=
bsp;
For j :=3D 1 to i do
if max < a[j] then max :=3D a[j];
&n=
bsp;
min :=3D a[1];
&n=
bsp;
For j :=3D 1 to i do
=
if min > a[j] then min :=3D a[j];
&n=
bsp;
Edit3.Text :=3D IntToStr (max);
&n=
bsp;
Edit2.Text :=3D IntToStr (min);
end;
=
=
=
=
=
=
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