سئوالات و مشکلات برنامه نویسی به زبان C و ++C

yosoufe

متخصص خودرو
کاربر ممتاز
سلام دوستان،یه سوال داشتم این که تو زبان سی چطور میشه یه ماتریس n*n تعریف کرد،یعنی ماتریسی که مرتبش نامعلومه و تو روند برنامه توسط کاربر تعیین میشه بعد با توجه به مقداری که کاربر به n میده درایه های ماتریس یکی یکی توسط خود کاربر گرفته میشه
int n;
cin n;
float a[n]​
وقتی همچین برنامه ای مینویسم ارور میده و میگه n حتما باید یه عدد مشخص و ثابت باشه راهی نیست که بشه یه همچین ماتریسی تعریف کرد؟

می تونی از یه روش مثل این استفاده کنی تا مشکلت حل بشه:
کد:
#include<iostream.h>
#include <stdio.h>
int main()
{
int x;
cin>>x;
int *myArray;                //Declare pointer to type of array
myArray = new int[x];   //use 'new' to create array of size x
myArray[3] = 10;          //Use as normal (static) array
delete [] myArray;
return 0; 
}

این طوری که من فعلا یاد گرفتم ماتریس دو بعدی رو نمی شه هر دو بعد شو متغیر در نظر گرفت. اصلا کلا تو چند بعدی ها فقط یک بعد شو می شه تو برنامه تعیین کرد! البته فک کنم تو بحث کلاس ها بشه این کارو کرد! فهمیدم بهتون می گم!

می تونی یه جور دیگه مشکلته و حل کنی! کامپیوتر و گول بزنی! همین روشی که SHRP گفته رو استفاده کن منتها به از یک بعد، خودت دو بعدی استفاده کن! یعنی چی! یعنی به جای x در دستور
کد:
myArray = new int[x]

بنویس i_max * j_max

بعدش که می خوای فراخوانی ش کنی یا مثلن له عنصر i,j رجوع کنی بنویس j * i_max + i یعنی ماتریس 2 بعدی تو به صورت یه ماتریس یک بعدی تعریف کن که آرایه هاش رو براساس یه استانداردی به هم ربط می دی. مثل نرم افزار متلب که مثلا یه ماتریس 3 در 5 داشته باشی ش به اسم A اونوقت عبارت A ه 7 واسش معنی داره! یه جوری ربطش می ده به عنصر 2 و 2.

اگه اشتباه می کنم اصلاح کنید

فک کنم جواب بده!
 

merila_1992

عضو جدید
این طوری که من فعلا یاد گرفتم ماتریس دو بعدی رو نمی شه هر دو بعد شو متغیر در نظر گرفت. اصلا کلا تو چند بعدی ها فقط یک بعد شو می شه تو برنامه تعیین کرد! البته فک کنم تو بحث کلاس ها بشه این کارو کرد! فهمیدم بهتون می گم!

می تونی یه جور دیگه مشکلته و حل کنی! کامپیوتر و گول بزنی! همین روشی که SHRP گفته رو استفاده کن منتها به از یک بعد، خودت دو بعدی استفاده کن! یعنی چی! یعنی به جای x در دستور
کد:
myArray = new int[x]

بنویس i_max * j_max

بعدش که می خوای فراخوانی ش کنی یا مثلن له عنصر i,j رجوع کنی بنویس j * i_max + i یعنی ماتریس 2 بعدی تو به صورت یه ماتریس یک بعدی تعریف کن که آرایه هاش رو براساس یه استانداردی به هم ربط می دی. مثل نرم افزار متلب که مثلا یه ماتریس 3 در 5 داشته باشی ش به اسم A اونوقت عبارت A ه 7 واسش معنی داره! یه جوری ربطش می ده به عنصر 2 و 2.

اگه اشتباه می کنم اصلاح کنید

فک کنم جواب بده!

روش جالبیه! در واقع شما میخوای مثل دو روشی که خود سیستم عامل برای ذخیره آرایه ها استفاده میکنه. سطری و ستونی، عمل کنی
اگر بگیم i_max*j_max+i به شکل ستونی ماتریس رو طی میکنیم و دسترسی داریم
و اگر بگیم i_max*j_max+j به شکل سطری دسترسی داریم

جالب بود . مرسی.
 

seti74

عضو جدید
سلام بچه ها من یه برنامه تو محیط ++c نوشتم خودم میدونم اشتباه ولی نمیدونم کجاشو اشتباه نوشتم، عکس برنامه رو براتون میزارم اگه میشه برام اشکالم رو رفعش کنید

اینم سوالشه: برنامه ای بنویسید که یک رشته و یک کاراکتر دریافت کرده و ان کاراکتر را در صورت وجود داشتن در رشته حذف نماید

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seti74

عضو جدید
سلام بچه ها من یه برنامه تو محیط ++c نوشتم میدونم که اشتباه. میشه برام اشتباهش و رفع کنید. میشه بگید برنامم رو چطور باید براتون بزارم تا ببینیدش
 

Naficeh

عضو جدید
مشکل clrscr

مشکل clrscr

سلام
دوستان من تو محیط ویژوال استودیو سی پلاس پلاس کد زبان C رو میزنم و وقتی میخوام از کد clrscr() استفاده کنم برنامه نمیشناسه و ارور میزنه. باید چیکار کنم تا جل شه؟ در ضمن میدونم ک فایل کتابخونشم conio.h هستش ولی بازم نمیشناسه!
خیلی مهمه ، ممنون میشم کسی پاسخ بده.
 

taranombaran

عضو جدید
سلام دوستان.من با turbo c++ کد مینویسم یعنی تازه شروع کردم هر برنامه ای که می نویسم و میدونم 100% درسته اجراش نمی کنه کسی دلیلش رو می دونه؟؟
 

SHRP

همکار مدیر تالار مهندسی کامپیوتر متخصص برنامه نوی
کاربر ممتاز
سلام دوستان.من با turbo c++ کد مینویسم یعنی تازه شروع کردم هر برنامه ای که می نویسم و میدونم 100% درسته اجراش نمی کنه کسی دلیلش رو می دونه؟؟
لطفا خطاسس رو که می ده بنویسید
 

taranombaran

عضو جدید
لطفا خطاسس رو که می ده بنویسید

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
vaghti k ye barname minevisam runo k mizanam in miad bad k ok mizanam hich etefaghi nemiofte

http://8pic.ir/images/hyauzhmza7oclicdpg6c.png
 
آخرین ویرایش:

SHRP

همکار مدیر تالار مهندسی کامپیوتر متخصص برنامه نوی
کاربر ممتاز
http://8pic.ir/images/dm579fxsmkftmpk8z3i3.png
البته برا بشتر برنامه ها اینجوری میشه میدونم که درسته ها ولی این خطاها میادو اجرا نمیشه
من خطايي نمي بينم
با دكمه هاي ctrl+f9 اجرا كنيد
اگر ويندوز ويستا يا جديدتر داريد بهتره موقع اجراي محيط برنامه نويسي اونو به حالت run as administrator اجرا كنيد
 

taranombaran

عضو جدید
من خطايي نمي بينم
با دكمه هاي ctrl+f9 اجرا كنيد
اگر ويندوز ويستا يا جديدتر داريد بهتره موقع اجراي محيط برنامه نويسي اونو به حالت run as administrator اجرا كنيد

واقعا ممنون ازتون درست شد من اشتباهی با f9 اجراش میکردم الان که با ctrl f9 اجرا کردم درست شد ممنونم ازتون
 
  • Like
واکنش ها: SHRP

hanie db

عضو جدید
سلام دوستان ... من دانشجوی نرم افزار هستم :)
پروژه اخر ترممون سیستم مکانیزه اتوماسیون ماشین های اداری ه .. میخوام امکان سنجی اش رو بنویسم اما نمیدونم چی بنویسم . کسی هست کمک کنه ؟؟ شدیدا نیاز مند کمک ام:confused::(
 

SHRP

همکار مدیر تالار مهندسی کامپیوتر متخصص برنامه نوی
کاربر ممتاز
سلام خسته نباشید ببخشید یه مشکل دیگه واسه من تو turbo c++ به وجود اومده این که وقتی میخوام یه برنامه ایو باز کنم هیچ درایوی به غیر از h رو بهم نشون نمی ده
اینم عکسش
http://8pic.ir/images/781zutenligas324h58r.png
می تونید از قسمتی که علامت زدم درایوهای دیگه رو انتخاب کنید
در ضمن نوشتن اسم درایو در قسمت آدرس هم می شه مثلا:
C:\a\test.cpp
 

پیوست ها

  • 781zutenligas324h58r.jpg
    781zutenligas324h58r.jpg
    16.6 کیلوبایت · بازدیدها: 0

taranombaran

عضو جدید
#include<iostream.h>
#include<conio.h>
int main()
{int n,m=0,i;
cout<<"enter a number:"<<endl;
cin>>n;
for(i=1;i<n;i++)
{
if(n%i==0)
m=m+i;
}
if(m==2*n)
cout<<"kamel.ast";
else
cout<<"kamel.nist";

getch();
return 0;
}

سلام دوستان این برنامه ی عدد کامله من خودم نوشتم و فک میکنم درسته ولی موقعه ی اجراش هر چی وارد میکنم میگه کامل نیس حتی اعداد کامل رو...ممنون میشم مشکلمو بگید
اینم سوالش:
برنامه ای بنویسید که یک عدد را دریافت کند و مشخص کند آن عدد کامل هست یا خیر . عددی کامل است که مجموع مقسوم علیه هایش دو برابر آن عدد باشد مانند عدد 6 که مجموع مقسوم علیه هایش (1+2+3+6) می شود 12 یعنی دو برابر
 

shoonisht

عضو جدید
کاربر ممتاز
#include<iostream.h>
#include<conio.h>
int main()
{int n,m=0,i;
cout<<"enter a number:"<<endl;
cin>>n;
for(i=1;i<n;i++)
{
if(n%i==0)
m=m+i;
}
if(m==2*n)
cout<<"kamel.ast";
else
cout<<"kamel.nist";

getch();
return 0;
}

سلام دوستان این برنامه ی عدد کامله من خودم نوشتم و فک میکنم درسته ولی موقعه ی اجراش هر چی وارد میکنم میگه کامل نیس حتی اعداد کامل رو...ممنون میشم مشکلمو بگید
اینم سوالش:
برنامه ای بنویسید که یک عدد را دریافت کند و مشخص کند آن عدد کامل هست یا خیر . عددی کامل است که مجموع مقسوم علیه هایش دو برابر آن عدد باشد مانند عدد 6 که مجموع مقسوم علیه هایش (1+2+3+6) می شود 12 یعنی دو برابر

سلام
دوست عزیز فکر کنم اگر توی شرط بررسی کامل بودن در آخر بنویسید if(m==n) درست بشه .
چون شما توی حلقه for از i تا کوجکتر از n نوشتید و خود n در حلقه بررسی نمیشه .
اگر توی حلقه for به جای i<n بنویسید i<=n باز مشکلتون رفع خواهد شد .
ضمنا تعداد اعداد کامل چندان زیاد نیست .
از این لینک درباره اعداد کامل بخونید .
با تشکر - سیستم 32
 

chipset

عضو جدید
سلام دوستان.من با turbo c++ کد مینویسم یعنی تازه شروع کردم هر برنامه ای که می نویسم و میدونم 100% درسته اجراش نمی کنه کسی دلیلش رو می دونه؟؟
یه مشکلی که برنامه نویسان در ابتدا با اون مواجه میشن اینه که دستور getch رو در آخر برنامه نمیزارن.
در حقیقت برنامه اجرا میشه ولی چون تو صفحه اجرا نمیمونه واسه همون فکر میکنید که اجرا نشده .
اینو چک کنید ببینید درست میشه یا نه .
 

taranombaran

عضو جدید
سلام
دوست عزیز فکر کنم اگر توی شرط بررسی کامل بودن در آخر بنویسید if(m==n) درست بشه .
چون شما توی حلقه for از i تا کوجکتر از n نوشتید و خود n در حلقه بررسی نمیشه .
اگر توی حلقه for به جای i<n بنویسید i<=n باز مشکلتون رفع خواهد شد .
ضمنا تعداد اعداد کامل چندان زیاد نیست .
از این لینک درباره اعداد کامل بخونید .
با تشکر - سیستم 32

خیلی ممنون تشکر درست شد
 

taranombaran

عضو جدید
یه مشکلی که برنامه نویسان در ابتدا با اون مواجه میشن اینه که دستور getch رو در آخر برنامه نمیزارن.
در حقیقت برنامه اجرا میشه ولی چون تو صفحه اجرا نمیمونه واسه همون فکر میکنید که اجرا نشده .
اینو چک کنید ببینید درست میشه یا نه .

نه اونو که می نوشتم مشکل از از نرم افزارم بود.ممنون
 

taranombaran

عضو جدید
#include <iostream.h>
#include <time.h>
#include <conio.h>
int main()
{
srand (time(0));
int x,n=0,s=0;
while(n<10)
{
x=srand()%100+1;
n++;
s+=x;
}
cout<<s/10<<endl;
getch();
return 0;
}



کسی میتونه مشکل اینو به من بگه؟یکی از دوستام تو کامپیوتر خودش اجرا کرد اجرا شد ولی من هرچی اجرا میکنمش جواب نمیده
 

masome sa

عضو جدید
سلام دوستان لطفا راهنماییم کنین
یه کمبو داریم و یک گرید
که هردو به جدول وصل اند
و از جدول میخونن
حالا ما تو جدول اگه 10 تا مشهد داریم
تو کمبو هر 10 تا مشهد نشون داده میشه
بجای یک نمونه از هر آیتم
از طرفی هم نمیتونیم از دیستینک و گروپ بای اسکیول استفاده کنیم چون برای نمایش اطلاعات کمبو
ما هم آی دی لازم داریم و هم نام شهر مبدا
و چون دیستینکت و گروپ بای باید بر اساس یک فیلد مرتب شن پس
نمیتونیم استفاده کنیم
چون فیلد آی دی ما منحصر به فرده و عملا تاثیر دیستینک و گروپ بای رو از بین میبره
combo_mabda_tour_ba_d.DataSource = B_tour_d_gash.combotour_dakheli_gasht_from
combo_mabda_tour_ba_d.DisplayMember = B_tour_d_gash.combotour_dakheli_gasht_from().Columns[1].ToString
combo_mabda_tour_ba_d.ValueMember = B_tour_d_gash.combotour_dakheli_gasht_from().Columns[0].ToString
 

SHRP

همکار مدیر تالار مهندسی کامپیوتر متخصص برنامه نوی
کاربر ممتاز
سلام دوستان لطفا راهنماییم کنین
یه کمبو داریم و یک گرید
که هردو به جدول وصل اند
و از جدول میخونن
حالا ما تو جدول اگه 10 تا مشهد داریم
تو کمبو هر 10 تا مشهد نشون داده میشه
بجای یک نمونه از هر آیتم
از طرفی هم نمیتونیم از دیستینک و گروپ بای اسکیول استفاده کنیم چون برای نمایش اطلاعات کمبو
ما هم آی دی لازم داریم و هم نام شهر مبدا
و چون دیستینکت و گروپ بای باید بر اساس یک فیلد مرتب شن پس
نمیتونیم استفاده کنیم
چون فیلد آی دی ما منحصر به فرده و عملا تاثیر دیستینک و گروپ بای رو از بین میبره
combo_mabda_tour_ba_d.DataSource = B_tour_d_gash.combotour_dakheli_gasht_from
combo_mabda_tour_ba_d.DisplayMember = B_tour_d_gash.combotour_dakheli_gasht_from().Columns[1].ToString
combo_mabda_tour_ba_d.ValueMember = B_tour_d_gash.combotour_dakheli_gasht_from().Columns[0].ToString
به نظر می رسه جدولهای شما در حالت های نرمال شده قرار نداره...ساده ترین راه اینه که حداقل 3 سطح اول نرمال رو رعایت کنید
 

SHRP

همکار مدیر تالار مهندسی کامپیوتر متخصص برنامه نوی
کاربر ممتاز
#include <iostream.h>
#include <time.h>
#include <conio.h>
int main()
{
srand (time(0));
int x,n=0,s=0;
while(n<10)
{
x=srand()%100+1;
n++;
s+=x;
}
cout<<s/10<<endl;
getch();
return 0;
}



کسی میتونه مشکل اینو به من بگه؟یکی از دوستام تو کامپیوتر خودش اجرا کرد اجرا شد ولی من هرچی اجرا میکنمش جواب نمیده
این برنامه دوتا مشکل داره یکی تعریف نکردن هدر و دومی استفاده اشتباه از تابع رندوم پس قاعدتا نمی تونسته توی کامپیوتر کسی دیگه هم اجرا بشه...
این هم مدل رفع عیب شده
کد:
#include <iostream.h>
#include <time.h>
#include <conio.h>
#include <stdlib.h>
int main()
{
srand (time(0));
int x,n=0,s=0;
while(n<10)
{
x=random(time(0))%100+1;
n++;
s+=x;
}
cout<<s/10<<endl;
getch();
return 0;
}
 

taranombaran

عضو جدید
#include<iostream.h>
#include<conio.h>
int main()
{int i=0,a[4],n;
cin>>n;
while(n>0)
{a=n%10;
n=n/10;
i++;
}
cout<<n;
getch();
return 0;
}

این برنامه رو نوشتم ولی قسمت چاپش مشکل دارم نمیدونم چی باید چاپ بشه
کسی میتونه جوابمو بده؟؟
 
آخرین ویرایش:

shoonisht

عضو جدید
کاربر ممتاز
#include<iostream.h>
#include<conio.h>
int main()
{int i=0,a[4],n;
cin>>n;
while(n>0)
{a=n%10;
n=n/10;
i++;
}
cout<<n;
getch();
return 0;
}

این برنامه رو نوشتم ولی قسمت چاپش مشکل دارم نمیدونم چی باید چاپ بشه
کسی میتونه جوابمو بده؟؟


با سلام
دوست عزیز برنامه شما مجموع ارقام عددی که از ورودی دریافت می کند را چاپ خواهد کرد .
برای مثال n را 2763 بدهید .
نتیجه می شود : 3+6+7+2=18 ترتیب جمع شدن ارقام از یکان به سمت رقم با ارزش تر است .
برای شما در این مثال 18 را چاپ می کند .
دوست عزیز با TC می نویسید یا نسخه های دیگر ؟
با تشکر - سیستم 32
 

taranombaran

عضو جدید
با سلام
دوست عزیز برنامه شما مجموع ارقام عددی که از ورودی دریافت می کند را چاپ خواهد کرد .
برای مثال n را 2763 بدهید .
نتیجه می شود : 3+6+7+2=18 ترتیب جمع شدن ارقام از یکان به سمت رقم با ارزش تر است .
برای شما در این مثال 18 را چاپ می کند .
دوست عزیز با TC می نویسید یا نسخه های دیگر ؟
با تشکر - سیستم 32

سوالش اینه ها...
عددی را از کاربر دریافت و به کمک حلقه whileهمه ارقام آن عدد را چاپ کنید.
من برنامم درسته فقط قسمت cout ش اشتباهه برنامه رو که اجرا میکنم هر عددی بهش میدم جوابو صفر میده بهم..میخام بدونم چی باید چاپ کنم
بنه من با ++TC مینویسم
 

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