Hi! I have to create a program with linked list that can,
create a new polynomial object
add a polynomial to current polynomial object
multiply the current polynomial object by another polynom
multiply the current polynomial object by an integer constant
evaluate the current polynomial object at a given number
find the first derivative of the polynomial
print out like p(x)=5x^10 + 9x^7 - x - 10

I am waitin for your help
If you have a similar program pls send it
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bcladdConnect With a Mentor Commented:
GaryFx is right. We can help you with specific problems on homework.

That said, I can offer some high-level design guidance:

You will want to think about what you will link together. In a polynomial, what are there a variable number of? Seems like the answer is terms:

3x^2 + 2x + 1

4x^5 + 2x

Two different polynomials, one with three terms and one with two terms. Since the number of terms is unknown (that is it varies for each polynomial), this is a good candidate for a linked list. One thing to note about adding or evaluating polynomials  is that it is nice when the terms are ordered by the exponent.

Okay, part of the answer is exposed but what IS a term? Each term has a power of x, an exponent. What is the TYPE of the exponent? Each term also multiplies the power of x by some value, the coefficient.  What is the TYPE of the coefficient.

So, the polynomial class must encapsulate a linked list of terms.  I would suggest you start with a constructor, destructor, and a routine for printing the contents of a polynomial. That way you can test your program before you work on the other operations. Remember to compile early and often and fix the first bug first.

Good luck, -bcl
This sounds like homework.  
Sandra-24Connect With a Mentor Commented:
If you need ideas or help creating your linked list:




You'll also find a heck of a lot of info in Google on this, including the full code to just about any sort of linked list if you look in the right places.

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ExceterConnect With a Mentor Commented:
>> If you need ideas or help creating your linked list:

I wouldn't write a container, just use the STL containers. You parse the polynomial into its individual terms and use either std::list<std::string> or std::vector<std::string> to store the terms.


Excellent suggestion but this program is typically assigned to give the student practice with making their own linked list (at least I usually assign it that way  and most of the intro CS texts I have read that include it use as an example or an assignment when describing linked lists). Thus using the STL containers is _probably_ not an option for the original poster but is certainly the right way to go if one wants to implement polynomials as painlessly as possible.

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