Simplify Poly Expression

Simplifying Polynomial and Rational Expressions

Input Expression:

Dividing Two Polynomials

^{______________________________________________________________________}

Partial Fraction Decomposition

Difference Quotient for Polynomial Function

Use Δx notation Use 'h' notation

Input function f(x) =

Derivative of Polynomial Function

Input polynomial function f(x) =

Derivative Of Product of Polynomial Functions

( )*

( )

Derivative of Quotient of Polynomial Functions

Difference Quotient for Square Root Function Use Δx notation Use 'h' notation

Input function f(x) = √

Adding, Subtracting, Multiplying, and Simplifying Polynomial Expressions
For division of polynomials, use "÷" ; Example: (5x² - 3x - 1)÷(2x+6)

Input Polynomial Expression =

Composing Polynomial Functions: (f o g)(x) or (g o f)(x)

Input f(x) =

Input g(x) =

Adding/Subtracting/Multiplying/Dividing Two Rational Expressions

	+

Adding/Subtracting/Multiplying/Dividing Three Rational Expressions

	+		+

x²

x³

x⁴

x⁵

x⁶

x⁷

[

]

[ ]

(

)

( )

(/)

( )/( )

^( )

Result:

outputdiv2

f(x) = √

f(x + Δx ) = √

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The Difference Quotient:

f(x + Δx) - f(x)

Δx

√

- √

Δx

(√ - √ )	(√ + √ )
Δx	(√ + √ )

Δx(√

+ √

)

Δx(√

+ √

)

(√

+ √

)

Operations of Rational Expressions

111111111111	+	222222222222222
333333333		5555555

=	111111111111
	333333333

=	111111111111
	333333333

=	111111111111
	333333333

=	boxk11bb
	boxk1bb

Partial Fraction Decomposition

Result of polynomial factoring

outputdiv2