what is the program code in turbo c of insertion sort, shell sort, quick sort and binary search?
102513
Sorts:\n\n http://www.programmersheaven.com/zone3/cat475/index.htm\n\nBinary search:\n\n http://physicsresearch.may.ie/yr3compphys/BorlandC2004.doc
172063
http://www.thefreecountry.com/compilers/cpp.shtml
912485
there is no "code" for it. The compiler evaluates it at the compile time, and replaces with the actual number.\nThere is no way to write a function that would did that at run time, because at run time, there is not type information available - only addresses of variables not their sizes
862666
Check out this site:\n\nhttp://www.pep-c.org/typesoffaults/
849879
here you go...\n(it'll work with up to 255 different disks, if you need more, you'll have to replace chars with ints)\n\nm1(char *a,b) {memove(b+1,b,strlen(b)+1); *b=*a; memmove(a+1,a, strlen(a);}\nm(char *a,b,c) {if (*a)  {m(a+1,b,c);m1(a,c);m(b,c,a);}
991431
http://gcc.gnu.org/    C/C++\nhttp://www.freepascal.org/      Pascal
483878
Refer to some site dood ... type "difference between difference alloc statements in C" in Y! Search
966120
try this stuff... pls understand the logic...\n\n#include<stdio.h>\n\nint main()\n{\nint no,rem;\nscanf("%d",&no);\nwhile (no)\n{\nrem = no % 10;\nprintf("%d",rem);\nno = no / 10;\n}\n}
747743
Can not give you the code or you shall not learn... so please see Page 534 of "Mastering C++" by  R Venugopal, Rajkumar & T Ravishankar  from Tata McGrawHill.\n\nI hope this will help you...
582698
this is a default benefit provided by ms. otherwise u need to use getch() to get the output on ur screen or press alt+f5.\nif u want to remove it there is pragma supress. but to get upto that point u need to kow a lot. till then keep suffering.  :)or use any other compiler like turbo c++
907405
There is a quicksort algorithem built into one of the standard C functions that comes with C++.\n\nIt is called qsort.\n\nYou could also use one of the standard C++ templates. The standard templates have functions to do all sorts of operations.\n\n\nIf you want to program the sort yourself, just write a bubble sort.  See the Wikipedia link for instructions.\n\nIt is not the fastest sort for big datasets but it is more than adequate for even more than 4 numbers at a time.
697744
I'm not 100% sure I agree with that answer ({3,7,2...}), but regardless...\n\nQuicksort is a sorting algorithm (collect them all!) which breaks the problem of sorting a set of values into one of sorting two small sets of values, a strategy known as "divide and conquer".  It's also an "in place" sorting algorithm, meaning you can actually move values around in the set itself instead of having to work on copies.\n\nIn a quicksort, you pick a "partition" (I guess your teacher is calling it a "fence").  This can be any value in the set, and if your set is always nice & random like this you can just grab the first one instead of wasting time trying to find the median value or anything like that.\n\nOk, so in your example, your partition (fence) value is 10.  So, loop through the set and break it into two lists: everything less than 10, and everything greater than or equal to 10.  Now, you apply the same algorithm to the two lists.  Pick a pivot value in the "less than" list and split it into everything smaller than that value and everything greater than it.  Do the  same to the "greater than" list.  Keep narrowing down the sizes of these lists until you get to a list with a size of 1.  When you exit all the recursive calls, you'll find that the values in the set were sorted.\n\nIt's called a "quicksort" because it's incredibly fast compared to other sorting algorithms.  If written with threading in mind, the sorting tasks can even be split up among multiple CPUs if your system has more than one to make everything even faster.\n\nOh yeah, it's also ok to use a different sort algorithm after a while rather than recursively quicksorting these smaller & smaller lists.  So in that case you'd partition maybe once or twice...maybe three or four times...and then do a shell sort or something on the really small sets rather than break them down further.\n\nIt might help to watch a quicksort in action.  Check out the cool Java applet at this site (about halfway down):\n\nhttp://www.wanginator.de/studium/applets/quicksort_en.html\n\nYou'll have to put the values in one by one, but once you're done keep clicking "next step" to see how the partitioning and sorting works.\n\nOh yeah, I don't see why {3,7,2} should be the order of the "less than" set after just the first step.  Going left to right would give {2,3,7} and going right to left would give {7,3,2}.  What weird method of traversing a set gives that kind of order?
759983
I think u're more familiar with Windows XP operating system, load Turbo C++ IDE (Integrated Development Environment). It's the best-selling C-compiler in world. Or, if u're using Linux, then it contains built-in GCC-compiler.
663163
go to run-regedit\nand then open HKEY_CLASSES_ROOT&#92;CLSID&#92;{450D8... key\nthen see the SortOrderIndex and make its value 54.\n\n:-)
256487
in here www.thefreecountry.com/compilers/pascal.shtml
614947
#include <iostream.h>\n#include <conio.h>\n#include <process.h>\n\nmain()\n\n{\n\nchar c;\n\nclrscr();\ncout<<"Press 0 to exit&#92;n";\n\ndo\n{\n\n c=getch();\n\n switch(c)\n {\n   case '0': exit(0);\n   case '1': cout<<"I";break;\n   case '2': cout<<"L";break;\n   case '3': cout<<"o";break;\n   case '4': cout<<"v";break;\n   case '5': cout<<"e";break;\n   case '6': cout<<"U";break;\n }\n\n} while (1);\nreturn 0;\n}
361615
Binary search is a common searching algorithm used in searching for values in a list of values. Its can be implemented by any programming language not just C++.\n\nhttp://en.wikipedia.org/wiki/Binary_search\n\nThis should give you a better explaination of it.