Finding the roots of a 6-degree polynomial

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Finding the roots of a 6-degree polynomial

Postby Guest » Wed Dec 26, 2018 8:42 pm

Hello,
I am having trouble finding the roots of a 6-degree polynomial equation in expression form. I hope anyone can help reduce it to a form where the expression for each root can be determine.

Thanks,
ZeroKool
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Guest
 

Re: Finding the roots of a 6-degree polynomial

Postby ZeroKool007 » Wed Dec 26, 2018 10:31 pm

Qx amd mx are defined values, Fx is the variable. Fx^6 and Fx^2 are the degree polynomial...Fx^5, Fx^4, Fx^3, Fx^1 are multiply by 0.

Example: mx=6.3, Qx=0.4 ... this would give the results of
A = 0.4890380
B = 0.788825-0.86129i
C = 0.788825+0.86129i

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Re: Finding the roots of a 6-degree polynomial

Postby katrinahale » Wed Aug 07, 2019 3:42 am

Thanks for your valuable information

run 3

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