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help figuring out if I wrote a good program

Nov 18, 2011 at 3:17am
realfuzzhead (19)
Ok, so i discovered c++ 4 days ago. IT took me a day to get the compiler, then that night I did the "hello world program", then I made a very simple code that finds the zeroes of a quadratic polynomial using the quadratic formula.

then I began writing a program that will divide polynomials of various degree's into one another, sounds simple but its not! Or not for me.

anyways my code works, but it is over 24 printed pages long, has a complex if(xx) structure of 50+ nested if's!
this is because it allows you to divide polynomials of various degree's, either ^3 or ^4 for the dividend and either ^1,^2,^3 for the divisor, and since i could not figure out a way to use the same code but have it work for all the varying degree's ( i tried, it would work in some cases but most it would try and divide by zero or just wouldn't work right)


is 24 pages way too long for a program like this? I've literally spent about 5 hours a day making this program, writing out long pages of separate algorithms for each different combination of degree in respect to both the divisor and dividend.

i would post my code but obviously i dont want to paste 24 pages worth of material
Nov 18, 2011 at 4:05am
computerkazi (12)
what are you trying to achieve exactly... give us a sample input and your expected output.

Thanks

Cheers
Nov 18, 2011 at 4:38am
realfuzzhead (19)
Well the thing is i have done exactly what I wanted to do, but it took 24 pages and a nested structure of over 50 if's within if's, I was wondering if this would be considered decent code? to me it seems like the only way to do what I'm trying to do

I made a program that divides polynomials of different degrees into one another

for example;

4x^4 + 12x^3 - 266 x^2 + 26x +3 / 2x^3 + x - 6 (4th degree divided by a 3rd degree)

or

3x^3 + 33x^2 - 16x + / 4x + 2 (3rd degree divided by 1st degree)


i think it is so complicated because i have to use a different set of code for each different combination of degree's of dividends and divisors.

so i have one whole 5 page long set of code for 4th degree / 1st degree, another 5 pages for a 4th degree/ 2nd degree, another 5 for 4th degree / 3rd degree, another set for 3rd degree divided by 1st degree etc.

it however works pretty well, idk how i could possibly pull out a snippet to give someone an idea of what my code is like, i'd have to post the whole thing
Nov 18, 2011 at 4:42am
jim80y (264)
What's the expected output of your examples?

Jim
Nov 18, 2011 at 4:55am
realfuzzhead (19)
ok let me run it through my program

"4x^4 + 12x^3 - 266 x^2 + 26x +3 / 2x^3 + x - 6"

= 2x + 5 + ((-259x^2 + 54x -1)/ 2x^3 + x - 6

which is right, if you do it by hand you can check.

and 3x^3 + 33x^2 - 16x + / 4x + 2

= oops this one doesnt work because the first constant of the dividend is bigger than the first of the divisor. there are ways to get around this but it won't exactly do what i want it to do, which is to algebraically give me a reduced answer = to the original equation

the thing with polynomial division is it's not simple like regular long division, I had to make separate couple-page-long graphs and carefully log the relationships between the numbers under the dividend using a dual array ( 'line [x][x]'), and each one of these algorithms is different for the different degree of both divisor and dividend

i remind you i just learned the definition of "compiler" the other day (aka im a newb)


Nov 18, 2011 at 4:56am
computerkazi (12)
I second jim80y... also you might onto read up on loops and functions
Nov 18, 2011 at 4:59am
realfuzzhead (19)
how can you agree with his simple question?

and i have read up on loops but there are seriously so many different possibilities for answers that require slightly altered algorithms for each (i tried to make it simpler, but there would always be exceptions that would turn out plane wrong), for every possibility of a certain number being zero i had to create a seperate output so that i dont end up with a far off answer
Nov 18, 2011 at 5:17am
jim80y (264)
how can you agree with his simple question?

You didn't really tell us what your code was supposed to do - whether it was calculating the value of x, rearranging/simplifying the actual equation or some other option we haven't even thought of.

We can't help you unless we know enough information.

How about posting the code for just the 4th degree by 1st degree section? (And please remember to use code tags - this sounds complicated ;-) )

Jim
Nov 18, 2011 at 5:25am
realfuzzhead (19)
it basically finds an equivelent equation that is more factored and easier to work with
if you have ever divided polynomials by hand you'll know what I'm talking about


anyways the whole code for just the 4th degree divided by 1st degree is too long for one post, so ill split it into two

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if (secondchoice == 1)
		{

			cout << "you said your dividend is a 4rd degree polynomial, this will be in the form \n" ;
				cout << " \n ";
				cout << "               Ax^4 + Bx^3 + Cx^2 + Dx + E  \n " ;
					cout << "E is your constant term  \n";
				cout << "   \n ";	
				cout << "please enter in the corresponding coeffecients as they logically \n " << endl;
					cout << "appear on screen. numbers must be whole intergers\n " << endl ;
					cout << " \n " << endl;

					cout << "please enter the proper coeffecients for the corresponding terms below \n";
					cout << " \n ";
					cout <<"                Ax^4 + Bx^3 + Cx^2 + Dx + E \n \n \n";
					cout << " \n ";
					cout << "A term ="; cin >> dive [0]; cout << dive [0] << endl;
						cout << "   \n ";
						cout << "B term ="; cin >> dive [1];  cout << dive [1] << endl;
						cout << "   \n ";
						cout << "C term ="; cin >> dive [2]; cout << dive [2] << endl;
			            cout << "   \n ";
						cout << "D term  ="; cin >> dive [3]; cout << dive [3] << endl;
						cout << " \n ";
						cout << "E term(constant) ="; cin >> dive [4]; cout << dive [4] << endl;
			cout << "your polynomial is \n";
			cout << " \n ";
			cout << "         " << dive [0] << "x^4 + " << dive [1] << "x^3 + " << dive [2] << "x^2 + " << dive [3] << "x + " << dive [4] << endl;

			cout << "is this correct (0 for NO, anything else for YES)" << endl;// to make sure input is correct
			cin >> check_input1;
			cout << " \n \n \n \n \n \n \n " << endl;


			if (check_input1 == 0)
			{
				cout << "re-enter your A,B,C, D, and E terms, one by one. hitting enter after each one \n" << endl;
				cin >> dive [0];
				cin >> dive [1];
				cin >> dive [2];
				cin >> dive [3];
				cin >> dive [4];

				cout << "your  dividend polynomial is \n";
		cout << "         " << dive [0] << "x^4 + " << dive [1] << "x^3 + " << dive [2] << "x^2 + " << dive [3] << "x + " << dive [4] << endl;
		cout << " \n \n \n \n \n \n \n " << endl;
			check_input1 = 2;/* makes it so whatever they enter in the second time gets automatically passed onto the divisor
							 input*/
			}
			if (check_input1 != 0)
			{

			cout << "you have stated that your divisor is a 1st degree polynomial /n" << endl;
				cout << "this will be in the form \n" << endl;
				cout << "Ax + B \n" << endl;
				cout << "\n";
				cout << "please enter your A term"; cin >> divi [0]; cout << divi [0] << endl;
				cout << "please enter your b term"; cin >> divi [1]; cout << divi [1] << endl;

				

			cout << "your divisor polynomial is \n";
			cout << divi [0] << "x + " << divi [1] << endl;

			cout << "is this correct (0 for NO anything else for YES) \n \n \n \n \n \n \n" << endl;// to make sure input is correct
			cin >> check_input2;
			
			if (check_input2 == 0)
			{
				cout << "re-enter your A, and B term, one by one. hitting enter after each one \n" << endl;
				cin >> divi [0];
				cin >> divi [1];
				

				cout << "your divisor polynomial is \n \n \n \n \n \n";
			cout << divi [0] << "x^2 + " << divi [1] << endl;
			
			

			}
			

			else 
			{
			quo [0] = dive [0] / divi [0];
			line [0][0] = quo [0] * divi [0];
			line [0][1] = quo [0] * divi [1];
			line [1][0] = dive [0] - line [0][0];
			line [1][1] = dive [1] - line [0][1];
			line [1][2] = dive [2];
			line [1][3] = dive [3];
			line [1][4] = dive [4];
			
			

			if (line [1][0] != 0)
			{
cout << dive [0] << "x^4 + " <<		dive [1] << "x^3 + " << dive [2] << "x^2 + " << dive [3]
<< "x  +"  << dive [4] << " /  " << divi [0]  << "x + " << divi [1] << endl;

cout << " \n = " << quo [0] << "x^3" << "      +      ("  << line [1][0] << "x^4" << " + " << line [1][1] << "x^3 + " << 
line [1][2] << "x^2 +  " << line [1][3] << "x + " << line [1][4] << ") / "  << divi [0]  << "x + " << divi [1] << endl;
cout << " \n \n \n \n \n \n "  << endl;
system("PAUSE");
return main();
			}
			if (line [1][0] == 0)
			{

				if (line [1][1] == 0)
				{

					if (divi [0] > abs(line [1][2]))
					{
						cout << dive [0] << "x^4 + " <<		dive [1] << "x^3 + " << dive [2] << "x^2 + " << dive [3]
<< "x  +"  << dive [4] << " /  " << divi [0]  << "x + " << divi [1] << endl;

cout << " \n = " << quo [0] << "x^3" << "      +      ("   << line [1][2] << "x^2 +  " << line [1][3] << "x + " << line [1][4] << ") / " 
<< divi [0]  << "x + " << divi [1] << endl;
cout << " \n \n \n \n \n \n "  << endl;
system("PAUSE");
return main();
					}
					if (divi [0] <= abs( line [1][2]))
					{
						quo [1] = line [1][2] / divi [0];
						line [2][2] = quo [1] * divi [0];
						line [2][3] = quo [1] * divi [1];
						line [2][4] = dive [4];
						line [3][2] = line [1][2] - line [2][2];
						line [3][3] = line [1][3] - line [2][3];
						line [3][4] = line [2][4];

						if (line [3][2] != 0)
						{
							cout << dive [0] << "x^4 + " <<		dive [1] << "x^3 + " << dive [2] << "x^2 + " << dive [3]
<< "x  +"  << dive [4] << " /  " << divi [0]  << "x + " << divi [1] << endl;

cout << " \n = " << quo [0] << "x^3 + " << quo [1] << "x " <<  "      +      ("  << 
line [3][2] << "x^2 +  " << line [3][3] << "x + " << line [3][4] << ") / "  << divi [0]  << "x + " << divi [1] << endl;
cout << " \n \n \n \n \n \n "  << endl;
system("PAUSE");
return main();
						}
						if (line [3][2] == 0)
						{
							if (line [3][3] == 0)
							{
								if (line [3][4] != 0)
										{					cout << dive [0] << "x^4 + " <<		dive [1] << "x^3 + " << dive [2] << "x^2 + " << dive [3]
<< "x  +"  << dive [4] << " /  " << divi [0]  << "x + " << divi [1] << endl;

cout << " \n = " << quo [0] << "x^3 + " << quo [1] << "x " <<
	"      +      ("  << line [3][4] << ") / "  << divi [0]  << "x + " << divi [1] << endl;
cout << " \n \n \n \n \n \n "  << endl;
system("PAUSE");
return main();

								          }
								if (line [3][4] == 0)
								{
																cout << dive [0] << "x^4 + " <<		dive [1] << "x^3 + " << dive [2] << "x^2 + " << dive [3]
<< "x  +"  << dive [4] << " /  " << divi [0]  << "x + " << divi [1] << endl;

cout << " \n = " << quo [0] << "x^3 + " << quo [1] << "x " << endl;
cout << " \n \n \n \n \n \n "  << endl;
system("PAUSE");
return main();


								}
							}
							


							if (divi [0] > abs(line [3][3]))
							{
								cout << dive [0] << "x^4 + " <<		dive [1] << "x^3 + " << dive [2] << "x^2 + " << dive [3]
<< "x  +"  << dive [4] << " /  " << divi [0]  << "x + " << divi [1] << endl;

cout << " \n = " << quo [0] << "x^3 + " << quo [1] << "x " <<  "      +      (" << line [3][3] << "x + " << line [3][4] << ") / " 
<< divi [0]  << "x + " << divi [1] << endl;
cout << " \n \n \n \n \n \n "  << endl;
system("PAUSE");
return main();
							}
							if (divi [0] <=  abs(line [3][3]))
							{
								quo [2] = line [3][3] / divi [0];
								line [4][3] = quo [2] * divi [0];
								line [4][4] = quo [2] * divi [1];
								line [5][3] = line [3][3] - line [4][3];
								line [5][4] = line [3][4] - line [4][4];

								if (line [5][3] != 0)
									{
cout << dive [0] << "x^4 + " <<		dive [1] << "x^3 + " << dive [2] << "x^2 + " << dive [3]
<< "x  +"  << dive [4] << " /  " << divi [0]  << "x + " << divi [1] << endl;

cout << " \n = " << quo [0] << "x^3 + " << quo [1] << "x + " << quo [2] <<  "      +      ("  
<< line [5][3] << "x + " << line [5][4] << ") / "  << divi [0]  << "x + " << divi [1] << endl;
cout << " \n \n \n \n \n \n "  << endl;
system("PAUSE");
return main();
								     }

Last edited on Nov 18, 2011 at 5:43am
Nov 18, 2011 at 5:25am
realfuzzhead (19)

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if (line [5][3] == 0)
								{
									if (line [5][4] != 0)
									{
										cout << dive [0] << "x^4 + " <<		dive [1] << "x^3 + " << dive [2] << "x^2 + " << dive [3]
<< "x  +"  << dive [4] << " /  " << divi [0]  << "x + " << divi [1] << endl;

cout << " \n = " << quo [0] << "x^3 + " << quo [1] << "x + " << quo [2] <<  "      +      ("  
<< line [5][4] << ") / "  << divi [0]  << "x + " << divi [1] << endl;
cout << " \n \n \n \n \n \n "  << endl;
system("PAUSE");
return main();
									}

									if (line [5][4] == 0)
									{
			cout << dive [0] << "x^4 + " <<		dive [1] << "x^3 + " << dive [2] << "x^2 + " << dive [3]
<< "x  +"  << dive [4] << " /  " << divi [0]  << "x + " << divi [1] << endl;

cout << " \n = " << quo [0] << "x^3 + " << quo [1] << "x + " << quo [2] <<  
cout << " \n \n \n \n \n \n "  << endl;
system("PAUSE");
return main();

									}
							}

						}// close for if line [3][2] == 0

					}//end for 10&11 = 0 and i0 can divide into 12

				}// close for if line [1][1] = 0)
				
				}

				if (line [1][1] != 0)
				{
				
					if (divi [0] > abs (line [1][1]))
					{
						
cout << dive [0] << "x^4 + " <<		dive [1] << "x^3 + " << dive [2] << "x^2 + " << dive [3]
<< "x  +"  << dive [4] << " /  " << divi [0]  << "x + " << divi [1] << endl;

cout << " \n = " << quo [0] << "x^3 + "   "      +      ("  
<< line [1][1] << "x^3 + " << line [1][2] << "x^2 + " << line [1][3] << "x + " << line [1][4] <<  ") / "  << divi [0]  << "x + " << divi [1] << endl;
cout << " \n \n \n \n \n \n "  << endl;
system("PAUSE");
return main();

					}
					
					if (divi [0] <= line [1][1])
					{
					quo [1] = line [1][1] / divi [0];
					line [2][1] = quo [1] * divi [0];
					line [2][2] = quo [1] * divi [1];
					line [3][1] = line [1][1] - line [2][1];
					line [3][2] = line [1][2] - line [2][2];
					line [3][3] = line [1][3];
					line [3][4] = line [1][4];

					if (line [3][1] != 0)
					{
						cout << dive [0] << "x^4 + " <<		dive [1] << "x^3 + " << dive [2] << "x^2 + " << dive [3]
<< "x  +"  << dive [4] << " /  " << divi [0]  << "x + " << divi [1] << endl;

cout << " \n = " << quo [0] << "x^3 + " << quo [1] << "x^2 "   "      +      ("  
<< line [3][1] << "x^3 + " << line [3][2] << "x^2 + " << line [3][3] << "x + " << line [3][4] <<  ") / "  << divi [0]  << "x + " << divi [1] << endl;
cout << " \n \n \n \n \n \n "  << endl;
system("PAUSE");
return main();
					}

					if (line [3][1] == 0)
					{
						if (line [3][2] == 0)
						{
							if (divi [0] > abs (line [3][3]))
							{
cout << dive [0] << "x^4 + " <<		dive [1] << "x^3 + " << dive [2] << "x^2 + " << dive [3]
<< "x  +"  << dive [4] << " /  " << divi [0]  << "x + " << divi [1] << endl;

cout << " \n = " << quo [0] << "x^3 + " << quo [1] << "x^2 "   "      +      ("  
<<  line [3][3] << "x + " << line [3][4] <<  ") / "  << divi [0]  << "x + " << divi [1] << endl;
cout << " \n \n \n \n \n \n "  << endl;
system("PAUSE");
return main();
							}

							if (divi [0] <= abs ( line [3][3]))
							{
							quo [2] = line [3][3] / divi [0];
							line [4][3] = quo [2] * divi [0];
							line [4][4] = quo [2] * divi [1];
							line [5][3] = line [3][3] - line [4][3];
							line [5][4] = line [3][4] - line [4][4];


							if (line [5][3] != 0)
							{
												
								
								cout << dive [0] << "x^4 + " <<		dive [1] << "x^3 + " << dive [2] << "x^2 + " << dive [3]
<< "x  +"  << dive [4] << " /  " << divi [0]  << "x + " << divi [1] << endl;

cout << " \n = " << quo [0] << "x^3 + " << quo [1] << "x^2 +" << quo [2] <<   "      +      ("  
<<  line [5][3] << "x + " << line [5][4] <<  ") / "  << divi [0]  << "x + " << divi [1] << endl;
cout << " \n \n \n \n \n \n "  << endl;
system("PAUSE");
return main();

							}//close for if line 53 != 0
		
							if (line [5][3] == 0 && line [5][4] != 0)
							{
												cout << dive [0] << "x^4 + " <<		dive [1] << "x^3 + " << dive [2] << "x^2 + " << dive [3]
<< "x  +"  << dive [4] << " /  " << divi [0]  << "x + " << divi [1] << endl;

cout << " \n = " << quo [0] << "x^3 + " << quo [1] << "x^2 +" << quo [2] <<   "      +      ("  
<<  line [5][4] <<  ") / "  << divi [0]  << "x + " << divi [1] << endl;
cout << " \n \n \n \n \n \n "  << endl;
system("PAUSE");
return main();

							}
							if (line [5][3] ==0 && line [5][4] == 0)
							{
												cout << dive [0] << "x^4 + " <<		dive [1] << "x^3 + " << dive [2] << "x^2 + " << dive [3]
<< "x  +"  << dive [4] << " /  " << divi [0]  << "x + " << divi [1] << endl;

cout << " \n = " << quo [0] << "x^3 + " << quo [1] << "x^2 +" << quo [2] << 
cout << " \n \n \n \n \n \n " << endl;
system("PAUSE");
return main();
							}
							
							
							}
						}//close for if line [3][2] == 0


						if (line [3][2] != 0)
						{

							if (divi [0] > abs (line [3][2]))
							{
	cout << dive [0] << "x^4 + " <<		dive [1] << "x^3 + " << dive [2] << "x^2 + " << dive [3]
<< "x  +"  << dive [4] << " /  " << divi [0]  << "x + " << divi [1] << endl;

cout << " \n = " << quo [0] << "x^3 + " << quo [1] << "x^2 " << "     +      ("  
<< line [3][2] << "x^2 + " << line [3][3] << "x + " << line [5][4] <<  ") / "  << divi [0]  << "x + " << divi [1] << endl;
cout << " \n \n \n \n \n \n "  << endl;
system("PAUSE");
return main();

							}


Last edited on Nov 18, 2011 at 5:43am
Nov 18, 2011 at 5:25am
realfuzzhead (19)
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							if (divi [0] <= abs (line [3][2]))
							{



								quo [2] = line [3][2] / divi [0];
								line [4][2] = quo [2] * divi [0];
								line [4][3] = quo [2] * divi [1];
								line [4][4] = line [3][4];
								line [5][2] = line [3][2] - line [4][2];
								line [5][3] = line [3][3] - line [4][3];
								line [5][4] = line [4][4];

								if (line [5][2] != 0)
								{
cout << dive [0] << "x^4 + " <<		dive [1] << "x^3 + " << dive [2] << "x^2 + " << dive [3]
<< "x  +"  << dive [4] << " /  " << divi [0]  << "x + " << divi [1] << endl;

cout << " \n = " << quo [0] << "x^3 + " << quo [1] << "x^2 +" << quo [2] <<   "x      +      ("  
<< line [5][2] << "x^2 + " << line [5][3] << "x + " << line [5][4] <<  ") / "  << divi [0]  << "x + " << divi [1] << endl;
cout << " \n \n \n \n \n \n "  << endl;
system("PAUSE");
return main();
								}
								if (line [5][2] == 0)
								{
									
									if ( line [5][3] == 0 && line [5][4] != 0)
									{

cout << dive [0] << "x^4 + " <<		dive [1] << "x^3 + " << dive [2] << "x^2 + " << dive [3]
<< "x  +"  << dive [4] << " /  " << divi [0]  << "x + " << divi [1] << endl;

cout << " \n = " << quo [0] << "x^3 + " << quo [1] << "x^2 +" << quo [2] <<   "x      +      ("  
  << line [5][4] <<  ") / "  << divi [0]  << "x + " << divi [1] << endl;
cout << " \n \n \n \n \n \n "  << endl;
system("PAUSE");
return main();
									}

									if (line [5][3] == 0 && line [5][4] == 0)
									{
cout << dive [0] << "x^4 + " <<		dive [1] << "x^3 + " << dive [2] << "x^2 + " << dive [3]
<< "x  +"  << dive [4] << " /  " << divi [0]  << "x + " << divi [1] << endl;

cout << " \n = " << quo [0] << "x^3 + " << quo [1] << "x^2 +" << quo [2] <<   "x"  << endl;
cout << " \n \n \n \n \n \n "  << endl;
system("PAUSE");
return main();

									}

									if (divi [0] > abs( line [5][3]))
									{
cout << dive [0] << "x^4 + " <<		dive [1] << "x^3 + " << dive [2] << "x^2 + " << dive [3]
<< "x  +"  << dive [4] << " /  " << divi [0]  << "x + " << divi [1] << endl;

cout << " \n = " << quo [0] << "x^3 + " << quo [1] << "x^2 +" << quo [2] <<   "x      +      ("  
 << line [5][3] << "x + " << line [5][4] <<  ") / "  << divi [0]  << "x + " << divi [1] << endl;
cout << " \n \n \n \n \n \n "  << endl;
system("PAUSE");
return main();

									}

									if (divi [0] <= abs( line [5][3]))
									{
										quo [3] = line [5][3] / divi [0];
										line [6][3] = quo [3] * divi [0];
										line [6][4] = quo [3] * divi [1];
										line [7][3] = line [5][3] - line [6][3];
										line [7][4] = line [5][4] - line [6][4];

										if (line [7][3] != 0)
										{
															cout << dive [0] << "x^4 + " <<		dive [1] << "x^3 + " << dive [2] << "x^2 + " << dive [3]
<< "x  +"  << dive [4] << " /  " << divi [0]  << "x + " << divi [1] << endl;

cout << " \n = " << quo [0] << "x^3 + " << quo [1] << "x^2 +" << quo [2] <<   "x + " << quo [3] << "      +      ("  
 << line [7][3] << "x + " << line [7][4] <<  ") / "  << divi [0]  << "x + " << divi [1] << endl;
cout << " \n \n \n \n \n \n "  << endl;
system("PAUSE");
return main();
										}// close for if 73 != 0

										if (line [7][3] == 0)
										{
											if (line [7][4] != 0)
											{
																									cout << dive [0] << "x^4 + " <<		dive [1] << "x^3 + " << dive [2] << "x^2 + " << dive [3]
<< "x  +"  << dive [4] << " /  " << divi [0]  << "x + " << divi [1] << endl;

cout << " \n = " << quo [0] << "x^3 + " << quo [1] << "x^2 +" << quo [2] <<   "x + " << quo [3] << "      +      ("  
 << line [7][4] <<  ") / "  << divi [0]  << "x + " << divi [1] << endl;
cout << " \n \n \n \n \n \n "  << endl;
system("PAUSE");
return main();

											}// for if 74 != 0

											if (line [7][4] == 0)
											{
																									cout << dive [0] << "x^4 + " <<		dive [1] << "x^3 + " << dive [2] << "x^2 + " << dive [3]
<< "x  +"  << dive [4] << " /  " << divi [0]  << "x + " << divi [1] << endl;

cout << " \n = " << quo [0] << "x^3 + " << quo [1] << "x^2 +" << quo [2] <<   "x + " << quo [3] << 
cout << " \n \n \n \n \n \n "  << endl;
system("PAUSE");
return main();
											}
										}
									
										}//close for if [7][3] == 0
									}//close for is divi can go into line 53
								}//close for if line 52 == 0)


								}// close for in line 52 != 0

							}// close for if line [3][2] can be divided by our divi 0


						}// close for if line [3][2] != 0

					}//close for if line 31 ==0 after line 11 didnt == 0)
					}
				}// close for if line [1][1] != 0)
				

			} // close for line[1][0] = 0
			}// close for divisor = 1st degree
Last edited on Nov 18, 2011 at 5:43am
Nov 18, 2011 at 6:01am
realfuzzhead (19)
anyone?
Nov 18, 2011 at 6:54am
realfuzzhead (19)
ok so i compiled a huge page of different problems testing every different combination of degree's of dividends and divisors and every one came out correct, so it works.

:]
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