Home » Ask & Discuss » Mathematics. » Algebra « Back to Discussion

Algebra

Forum Expert

Joined:	18 Dec 2007
Post:	926

20 Jun 2008 21:19:57 IST

0 People liked this

606

A simple problem to solve - Feynmann

None

First of all please remember that this is not an IIT problem or challenge that I have posted earlier .

I am currently working on my thesis paper for my 2nd year engg. course . ( meant to be submitted as early as possible , e.g. by August )

Now , all the necessary algorithms and calculations have already been worked out by me but at one place I have got stuck ......................

To numerically simulate my algorithm , I need a solution of the following problem .

suppose x1, x2 , .....xm are variables that take integer values in the range 0 to ( k-1 ) ,

Now list all the possible solution of the eqn

x1 + x2 + .............. + xm = k

I need a code ( or mere algorithm would also suffice ) that take the values of (k and m ) during runtime from the user and displays ALL the possible solutions on the screen .

Plz help me !!

Plz note that a brute force solution is also acceptable as I don't need to submit the program !!

The tricky business that is present here is to run a variable no of 'for' loops . Give it a try .

Share this article on:

Comments (2)

akshay A NEW BEGINNING...

Blazing goIITian

Joined: 25 Dec 2007

Posts: 1104

21 Jun 2008 10:20:46 IST

Like 0 people liked this

u want codes of C++ or java????

i have worked it out by making a functions in C++

however it will not work for certain exceptions but it can help u

so if u want the code of C++ i can give u.

abhishek sinha

Forum Expert

Joined: 18 Dec 2007

Posts: 926

21 Jun 2008 20:42:42 IST

Like 0 people liked this

Yeah !!! Please post it !!

Thank you in anticipation .

Quick Reply

Reply

	Some HTML allowed.
	Keep your comments above the belt or risk having them deleted.
	Signup for a avatar to have your pictures show up by your comment
	If Members see a thread that violates the Posting Rules, bring it to the attention of the Moderator Team