№ 2 ëàáîðàòîðèÿëûº æ½ìûñ “ ²àðàïàéûì àéíûìàëûëàðäû ºîëäàíûï, òàðìàºòàë¹àí º½ðûëûìäû æ¸íå öèêëäiê º½ðûëûìäû àëãîðèòìäåðäi ïðîãðàììàëàó ”
ƽìûñòû» ìàºñàòû: ÝÅÌ-äà æ½ìûñ iñòåó ò¸ñiëäåðiìåí òàíûñó, Ïàñêàëü òiëiíäå ïðîãðàììàëà𠺽ðûï ¾éðåíó.
1.Òàðìàºòàë¹àí àëãîðèòì
Ïàñêàëü òiëiíäå òàðìàºòàë¹àí àëãîðèòìäi IF øàðòòû æ¸íå GOTO øàðòñûç ê¼øó îïåðàòîðûíû» ê¼ìåãiìåí æàçó¹à áîëàäû. Øàðòòû îïåðàòîðûíû» åêi æàçûëó ò¾ði áîëàäû:
IF <òåêñåðiëåòií øàðò>THEN S1 ELSE S2:
IF <òåêñåðiëåòií øàðò>THEN S1 :
Òåêñåðiëåòií øàðò ðåòiíäå ê¼áiíåñå åêi îïåðàöèÿëûº ¼ðíåêòi ñàëûñòûðó îïåðàöèÿñû ºîëäàíûëàäû. Ìûñàëû,
А>2; A+B<=SIN(X).
Ñàëûñòûðó îïåðàöèÿëàðû: = (òå»), <> (òå» åìåñ), < (êiøi), > (¾ëêåí), <= (êiøi íåìåñå òå»), >= (¾ëêåí íåìåñå òå»).
Øàðòòû îïåðàòîð êåëåñi æîëìåí òàðàòûëàäû. Åãåð òåêñåðiëåòií øàðò àºèºàò áîëñà, îíäà S1 îïåðàòîðû òåêñåðiëåäi, àë åãåð øàðò àºèºàò áîëìàñà S2 îïåðàòîðû îðûíäàëàäû. Á½ë îïåðàòîðëà𠺽ðàìà íåìåñå øàðòòû îïåðàòîðëàð áîëóû ì¾ìêií. Øàðòòû îïåðàòîðäû» æàçûëóûíû» åêiíøi ôîðìàñû ºûñºàðòûë¹àí ò¾ðäå áåðiëiï îòûð. Á½ë æà¹äàéäà åãåð øàðò ºàíà¹àòòàíäûðàðëûº áîëìàñà, îíäà S1 îïåðàòîðû îðûíäàëàäû, àë åãåð îðûíäàëìàñà îíäà áàñºàðó IF îïåðàòîðûíàí êåéiíãi îïåðàòîð¹à áåðiëåäi. GOTO øàðòñûç ê¼øó îïåðàòîðû ìûíàäàé ò¾ðäå áåðiëåäi:
GOTO <áåëãi>
Øàðòñûç ê¼øó îïåðàòîðû ïðîãðàììàíû» îðûíäàëóû áåëãiëåíãåí îïåðàòîðäàí æàë¹àñàòûíûí ê¼ðñåòåäi.
Ìûñàë 2.1 Åêi ôèãóðàíû», ÿ¹íè ä¼»ãåëåê ïåí ò¼ðòá½ðûøòû» ºàéñûñûíû» àóäàíû ¾ëêåí åêåíií ê¼ðñåòåòií ïðîãðàììà º½ðû»ûç. Ò¼ðòá½ðûøòû» æà¹û à æ¸íå ä¼»ãåëåêòi» ðàäèóñû r áåëãiëi. Æàóàáûíà ¾ëêåí ôèãóðàíû» ì¸íií æ¸íå àòûí øû¹àðû»ûç.
а=7,1; r=4.
Ò¼ðòá½ðûøòû» àóäàíû Sкв =а2 , ä¼»ãåëåêòi» àóäàíûSкр =πr2 îñû ôîðìóëàëàðìåí àíûºòàëàäû. Îäàí ñî» åñåïòåëãåí àóäàíäàðäû» ì¸íií ñàëûñòûðûï, ¾ëêåí àóäàííû» ì¸íií áàñàäû.
Áåëãiëåóëåð åíãiçåìiç: À-ò¼ðòá½ðûøòû» æà¹û à; R- ä¼»ãåëåê ðàäèóñû r; SA- ò¼ðòá½ðûø àóäàíû Sкв ; SR- ä¼»ãåëåê àóäàíûSкр ; PI- ò½ðàºòû π=3,1415.
PROGRAM EX1;
CONST PI=3.1415;
VAR A,R,SA,SR:REAL;
BEGIN
WRITELN (‘Ïðîáåë àð²ûëû ì°íäåðäI åíãIçI³Iç А, R’);
READLN (A,R);
SA:=A*A;
SR:=PI*R*R;
IF SA>SR THEN WRITELN (‘Ò´ðòáµðûø àóäàíû=’,SA);
ELSE WRITELN (‘Ä´³ãåëåêòI³ àóäàíû=’,SR);
END.
Ïðîãðàììà±à ò¶ñIíIêòå. Îñû ïðîãðàììàäà ò¼ðòá½ðûøòû» àóäàíû ìåí ä¼»ãåëåêòi» àóäàíûí ñàëûñòûðó ¾øií IF øàðòñûç îïåðàòîðû ºîëäàíûëàäû.Åãåð ò¼ðòá½ðûø àóäàíû ä¼»ãåëåêòi» àóäàíûíàí ¾ëêåí áîëñà, îíäà êåëåñi îïåðàòîð îðíûäàëàäû. WRITELN (‘Ä´³ãåëåêòI³ àóäàíû=’,SR);
åãåð ò¼ðòá½ðûøòû» àóäàíû ä¼»ãåëåêòi» àóäàíûíàí ¾ëêåí åìåñ áîëñà, îíäà êåëåñi îïåðàòîð îðûíäàëàäû:
WRITELN (‘Ò´ðòáµðûø àóäàíû=’,SA);
ELSE îïåðàòîðûíàí êåéií « ; » ¾òið í¾êòå ºîéûëìàéäû. ¶òið í¾êòå ºîéûëàòûí áîëñà ïðîãðàììàíû æ¾êòåó êåçiíäå ñèíòàêñèñòiê ºàòå æ¼íiíäå ì¸ëiìåò áåðiëåäi.
Ïðîãðàììàíû îðûíäà¹àííàí êåéií ýêðàíäà êåëåñi æàóàïòàð áåðiëåäi.
Turbo Pascal Version 7.0 Copyright (c) 1983,92 Borland International
Ïðîáåë àð²ûëû ì°íäåðäI åíãIçI³Iç А, R
7.1 4
Ò´ÐÒÁµÐÛØ ÀÓÄÀÍÛ= 5.04099999999744E+0001
2.Öèêëäiê àëãîðèòì
Öèêëäiê àëãîðèòìäåð áiðºàòàð îïåðàòîðëàðäû» ºàéòàëàíûï îðûíäàëóûí ½éûìäàñòûðàäû. Åãåð ºàéòàëàíó ñàíû àëäûí-àëà áåëãiëi áîëñà FOR ºûçìåòòiê ñ¼çi áàð öèêëäiê îïåðàòîðûí ºîëäàí¹àí û»¹àéëû, àë ºàéòàëàíó ñàíû áåëãiñiç áîëñà WHILE и REPEAT ºûçìåòòiê ñ¼çäåði áàð öèêëäiê îïåðàòîð ºîëäàíûëàäû. FOR и WHILE öèêëûíäà¹û ºàéòàëàíàòûí îïåðàòîðëà𠺾ðàìà îïåðàòîðëàð ðåòiíäå ½éûìäàñòûðûëàäû. Öèêëäiê îïåðàòîð æ¸íå º½ðàìà îïåðàòîð öèêë äåíåñií º½ðàéäû. FOR öèêëäûº îïåðàòîðû êåëåñi ò¾ðäå áîëàäû: FOR<öèêë îïåðàòîðû>:=<áàñòàïºû ì¸í>TO< ñû ì¸í>
FOR<öèêë îïåðàòîðû>:=<áàñòàïºû ì¸í>DOWNTO< ñû ì¸í >
Öèêëäåð áàðëûº ºîëäàíûëàòûí ïðîãðàììàëàðäû» º½ðàìà á¼ëiêòåði áîëûï òàáûëàäû æ¸íå REPEAT, WHILE, FOR îïåðàòîðëàðûíû» ê¼ìåãiìåí ½éûìäàñòûðûëóû ì¾ìêií. ²àéòàëàíó ñàíäàðû áåëãiëi åìåñ öèêëäåðäå REPEAT и WHILE îïåðàòîðëàðû ºîëäàíûëàäû. REPEAT öèêëäiê îïåðàòîðû êåëåñi ò¾ðäå áîëàäû:
REPEAT
S
UNTIL e
̽íäà REPEAT – ºûçìåòòiê ñ¼ç (ºàéòàëàó); S- оператор íåìåñå îïåðàòîðëàð òîáû; UNTIL – ºûçìåòòiê ñ¼ç (пока не); е – öèêëäàí øû¹ó øàðòû.
Оператор S îïåðàòîðû öèêëäàí øû¹ó øàðòû àºèºàò áîëìàéûíøà ºàéòàëàíûï îðûíäàëà áåðåäi. WHILE öèêëäiê îïåðàòîðûíû» æàëïû ò½ði:
WHILE e DO S
̽íäà WHILE – ²ûçìåòòiê ñ¼ç (пока), е- öèêëäi» æàë¹àñó øàðòû, DO- ºûçìåòòiê ñ¼ç (выполнить), S- öèêëäà îðûíäàëàòûí îïåðàòîð. Åãåð öèêëäà áiðíåøå îïåðàòîðëàð îðûíäàëàòûí áîëñà, îíäà îëàðäû BEGIN æ¸íå END îïåðàòîðëûº æàºøà¹à àëóûìûç ºàæåò.
Ìûñàë 2.2
Ôóíêöèÿíû» ì¸íií åñåïòåó ïðîãðàììàñûí º½ðû»ûç.
Y=(5-20x)/(10x2-12x+2.7)
Õ-òi» xn -íåí xk -¹à dx ºàäàììåí ¼çãåðóií àíûºòà»ûç. ͸òèæåëåðäi х æ¸íå у ì¸íäåðií ê¼ðñåòåòií êåñòå ò¾ðiíäå áàñûï øû¹àðû»ûç. Áåðiëãåíäåð: xn - х –òi» áàñòàïºû ì¸íi; xk –х –ñû ì¸íi, dx- х –òi» ¼çãåðó ºàäàìû.
program p2;
const pi=3.1415;
tab='*******************************';
var
XN,XK,DX,X,Y:REAL;
BEGIN
WRITELN('ÏÐÎÁÅË ÀвÛËÛ ÅÍÃIÇI³IÇ XN,XK,DX');
READLN(XN,XK,DX);
WRITELN(' ',TAB);
WRITELN('* X * Y * ');
REPEAT
Y:=(5-20*X)/(10*X*X-12*X+2.7);
WRITELN('*',' ':5,X:5:1,' ':5,'*',' ':5,Y:9:3,' ':5,'*');
X:=X+DX;
UNTIL X>XK;
WRITELN(' ',TAB);
END.
Turbo Pascal Version 7.0 Copyright (c) 1983,92 Borland International
ÏÐÎÁÅË ÀвÛËÛ ÅÍÃIÇI³IÇ XN,XK,DX
-0.5 2 0.2
*******************************
* X * Y *
* 0.0 * 1.852 *
* 0.2 * 1.429 *
* 0.4 * 6.000 *
* 0.6 * 7.778 *
* 0.8 * 22.000 *
* 1.0 * -21.429 *
* 1.2 * -7.037 *
* 1.4 * -4.182 *
* 1.6 * -2.967 *
* 1.8 * -2.296 *
*******************************
Ïðîãðàììà¹à ò¾ñiíiêòåìå: Ò½ðàºòûëàðäû áåéíåëåó á¼ëiìiíäå tab='*******************************' ñèìâîëäûº òèïòåãi ò½ðàºòû ê¼ðñåòiëãåí. ÒÀ êåñòå áàñûí áåëãiëåó ½øií ºîëäàíûëàäû. Îñû ïðîãðàììàäà öèêëäû ½éûìäàñòûðó ¾øií REPEAT îïåðàòîðû áåðiëãåí. UNTIL ºûçìåòòiê ñ¼çiíåí êåéií öèêëäàí øû¹ó øàðòû áåðiëãåí X>XK.
Òàïñûðìàëàð:
Ìûíà àðèôìåòèêàëûº ¼ðíåêòåðìåí а=sin x, b=cos x, c=ln |x| àíûºòàëàòûí ¾ø øàìàíû» ºàéñûíû» ì¸íi àç åêåíií åñåïòåó ïðîãðàììàñûí º½ðû»ûç.
Åñåïòå»iç:
![](data:image/png;base64,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)
![](data:image/png;base64,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) y=x2+b ôóíêöèÿñûíû» ì¸íií åñåïòå»iç. Õ –10-íàí 10-¹à äåéií 2-ºàäàììåí ¼çãåðåäi. b=5
у=cos(x+п/3) ôóíêöèÿñûíû» ì¸íií åñåïòåï, í¸òèæåíi êåñòå ò¾ðiíäå ê¼ðñåòi»iç. Õ –2-äåí 2-ãå äåéií 0,1 ºàäàììåí ¼çãåðåäi.
Ëàáîðàòîðèÿëûº æ½ìûñ òàïñûðìàëàðû:
Ëàáîðàòîðèÿëûº æ½ìûñ ñèïàòòàìàñûìåí òàíûñû»ûç.
Áåðiëãåí òàïñûðìàëàð¹à ïðîãðàììà º½ðûï, åñåïòi (îò÷åò) æàçáàøà ò¾ðäå ¼òêiçi»iç.
Áàºûëàó ñ½ðàºòàðû:
REPEAT îïåðàòîðûíû» ê¼ìåãiìåí öèêëäû ºàëàé ½éûìäàñòûðó¹à áîëàäû?
WHILE îïåðàòîðûíû» ê¼ìåãiìåí öèêëäû ºàëàé ½éûìäàñòûðó¹à áîëàäû?
WHILE æ¸íå REPEAT îïåðàòîðëàðûíû» àéûðìàøûëû¹û íåäå?
Достарыңызбен бөлісу: |