**5.1 The Remainder and Factor Theorems.doc Synthetic Division**

I have a 7 degree polynomial function with unknown coefficients x=a0+a1*y+a2*y^2+a3*y^3+a4*y^4+a5*y^5+a6*y^6+a7*y^7 further y is a function of t : y=t^3 D_x means first derivative of x with respect to time (t) DD_x means second derivative of x with respect to time (t... I assume you meant to write "if an unknown polynomial..." in which case, let us denote the unknown polynomial by f(x). in which case, let us denote the unknown polynomial by f(x). We can encode the two conditions on the polynomial as follows:

**To find unknown constants similar to polynomial division**

Apply the division algorithm to find the quotient and remainder on dividing the polynomial 3x^3+4x^2+6x+9 by x^3+2x+3.Also,verify the division algorithm.... IM Commentary. The purpose of this task is to emphasize the use of the Remainder Theorem (a discussion of which should obviously be considered as a prerequisite for the task) as a method for determining structure in polynomial in equations, and in this particular instance, as a replacement for division of polynomials.

**Polynomial Division Boundless Algebra Lumen Learning**

Divide the higher order polynomial by the other polynomial in order to find the remainder. Set up the polynomials to be divided. If there is not a term for every exponent , insert one with a value of .... You can find the values of a and b in this way Finding unknown coefficients using factor and remainder theorems and simultaneous equation YOU MIGHT ALSO LIKE...

**if an unknown is divided by (x-1) remainder is 2 and if it**

Divide the higher order polynomial by the other polynomial in order to find the remainder. Set up the polynomials to be divided. If there is not a term for every exponent , insert one with a value of .... SOLUTION: Find the roots of this polynomial equation: xÂ³ - 5xÂ² + 2x + 8 = 0 how do I do this i am so confused please help me. I need to know the steps to finding the answer.. Becca I need to know the steps to finding the answer..

## How To Find The Remainder Of An Unknown Polynomial

### How do you divide unknown polynomials? science.answers.com

- How do you divide unknown polynomials? science.answers.com
- How do you divide unknown polynomials? science.answers.com
- Polynomial Equations and Roots Sections 8.3-8.6
- The Remainder And Factor Theorems

## How To Find The Remainder Of An Unknown Polynomial

### Find the quotient and remainder when the polynomial. x. 2 + x âˆ’ 6 is divided by. xâˆ’ 2. We can make the following statement about the relationship between the dividend, divisor, quotient and remainder: (divisor Ã— quotient) + remainder = dividend . This is a very important result and is stated formally as follows. The Division Algorithm. Let. p (x) be a polynomial divided by a nonzero

- 19/02/1998Â Â· Polynomial and Remainder Date: 02/19/98 at 15:23:36 From: George Freeman Subject: Division of unkown polynomials An unknown polynomial f(x) of degree 37 yields a remainder of 1 when divided by x-1, a remainder of 3 when divided by x-3, a remainder of 21 when divided by x-5.
- SOLUTION: Find the roots of this polynomial equation: xÂ³ - 5xÂ² + 2x + 8 = 0 how do I do this i am so confused please help me. I need to know the steps to finding the answer.. Becca I need to know the steps to finding the answer..
- Find the quotient and remainder when the polynomial. x. 2 + x âˆ’ 6 is divided by. xâˆ’ 2. We can make the following statement about the relationship between the dividend, divisor, quotient and remainder: (divisor Ã— quotient) + remainder = dividend . This is a very important result and is stated formally as follows. The Division Algorithm. Let. p (x) be a polynomial divided by a nonzero
- Find sum and product of two of the roots to find a quadratic equation, use long division to divide the polynomial, then solve the quotient by setting it equal to 0 Works best when i is in the roots How to show that something is a double root

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