How Do You Solve Complex Cubic Equations?

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SUMMARY

The discussion focuses on solving complex cubic equations, specifically the equation 0=(-6.5x10^-14*X^3)-(1x10^-16*X^2)-(X/1x10^-8)+(1.3036x10^32). Participants suggest using online resources, particularly Wikipedia's "factor cubic" page, to gain insights into solving such equations. The method involves identifying the roots of the cubic function, which can be approached through numerical methods or graphical analysis. The conversation emphasizes the importance of understanding cubic equations for effective problem-solving.

PREREQUISITES
  • Understanding of cubic equations and their properties
  • Familiarity with numerical methods for root-finding
  • Basic algebraic manipulation skills
  • Knowledge of graphical analysis techniques
NEXT STEPS
  • Research numerical methods for solving cubic equations, such as Newton-Raphson method
  • Learn about graphical methods for visualizing cubic functions
  • Explore the use of software tools like MATLAB or Python for solving polynomial equations
  • Study the Rational Root Theorem for identifying potential rational roots of cubic equations
USEFUL FOR

Students, mathematicians, and engineers who need to solve complex cubic equations or enhance their understanding of polynomial functions.

thavamaran
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Hi there guys, how are you all?

I really need to find a way to solve this equation, but I have forgotten most of my maths, i just need a lead on the method of solving this equation.

Code: 
0=(-6.5x10^-14*[I]X^3[/I])-(1x10^-16[I]*X^2[/I])-([I]X[/I]/1x10^-8)+(1.3036x10^32)

capital X is the variable. I need to solve and get the equivalent of the X. Please someone guide me on the method. Thanks very much! cheers!
 
Mathematics news on Phys.org
Go to www.google.com
Type wiki factor cubic in the search box
Click I'm feeling lucky
 
Im really feeling lucky!

Thank you very much...CHEERS!
 

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