# PROGRAMS CONCERNING POLYNOMIALS IN PASCAL

Choose a source program (*.pas) by clicking the appropriate button.

 POLYNOMS.PAS EVALPOL.PAS THORNER.PAS DIVPOL1.PAS DIVPOL.PAS GCDPOL.PAS COMBIPOL.PAS MULTPOL.PAS DERIVPOL.PAS SUBSTPOL.PAS POLFRACT.PAS EVALFRAC.PAS INVFRACT.PAS COMBIFRA.PAS MULTFRAC.PAS DERIVFRA.PAS SIMPELEM.PAS SUBSTFRA.PAS ALGEBRA.PAS
Program Description

• Unit of elementary operations on Polynomials P(x)
• Program to demonstrate the Evaluation of a polynomial
• Evaluate a Polynomial and its Derivatives By Horner's Method
• Division of two polynomials by increasing powers
• Euclidian division of two polynomials P(x)/Q(x)
• GCD and SCM of two polynomials
• Linear combination of two polynomials a.P(x) + b.Q(x)
• Multiplication of two polynomials P(x) x Q(x)
• Nth derivative of a polynomial P(x)
• Substitution of two polynomials P(Q(x))

• Unit of elementary operations on polynomial fractions F(x)=P(x)/Q(x)
• Program to demonstrate the Evaluation of a polynomial fraction P(x)/Q(x)
• Inversion of a polynomial fraction P(x)/Q(x)
• Linear combination of two polynomial fractions a.F1(x) + b.F2(x)
• Multiplication of two polynomial fractions F1(x) x F2(x)
• Nth derivative of a polynomial fraction F(x)=P(x)/Q(x)
• Simple elements of a polynomial fraction
• Substitution of two polynomial fractions F1(F2(x))

• Symbolic Parser with Polynomials. Example: '(A+B)^2' ==> A^2+2AB+B^2 (NEW)

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