Calculators Solving Polynomials on a TI-89 Calculator

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To divide polynomials like 9x^5 - 6x^3 + x - 63 by x - 8, input it into the calculator as (9x^5 - 6x^3 + x - 63)/(x - 8). It's crucial to ensure the correct order of operations to avoid miscalculations. If the calculator gives inconsistent results, it may be due to incorrect entry or misunderstanding of polynomial division. Using synthetic division is often recommended as a quicker alternative to calculator methods. For those using a TI-89, the propFrac() function in the algebra menu can assist, but it may be challenging to navigate.
Motox7
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okay, so i know how to factor( and the expand(

but i have a question for dividing polynomials such as...

9x^5-6x^3+x-63 / x-8

how do i enter this into my calculatoor?! AHH its driving me INSANEEEEEEEEEe

i get 9x^5-6x^3+x-63/x-8 but my teacher gets a different everytime for every problem similar to this...ahhh.

what do i dooooooo
 
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Enter it into your calculator as (9x^5-6x^3+x-63)/(x-8), but you could always just do the division yourself instead of on your calculator.
 
Personally I think it is easier and quicker to synthetically divide then to waste my time plugging it into a calculator.

If you don't know what synthetic division is, you can read about it at the bottom of this page.

http://www.purplemath.com/modules/remaindr.htm
 
ranger: Use propFrac() located in the algebra menu.


The TI-89 is often difficult (awkward) to use. The problem here is that 8 is not a root of the polynomial. Ranger hit the nail on the head. As for the Algebra menu, it's sort of hidden under the Math menu being the ninth function.
 
Motox7 said:
okay, so i know how to factor( and the expand(

but i have a question for dividing polynomials such as...

9x^5-6x^3+x-63 / x-8

how do i enter this into my calculatoor?! AHH its driving me INSANEEEEEEEEEe

i get 9x^5-6x^3+x-63/x-8 but my teacher gets a different everytime for every problem similar to this...ahhh.

what do i dooooooo

The problem is with the order of operations:

9x^5-6x^3+x-63 / x-8

gets treated as:

9x^5-6x^3+x- (63/x) -8

Presumably you meant (9x^5-6x^3+x-63)/(x-8); as d_leet suggested, enter it exactly in this form.
 
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