Systems of equations with many equations, more than 3

Crazyhorse2882 · Nov 20, 2013

I'm doing quadratics and I broke down some data into 8 systems of equations and I was wondering what the best way to solve this was. Someone online mentioned doing Gaussian Matrix but I don't know what that is. Any suggestions?

hilbert2 · Nov 20, 2013

If the system consists of linear equations, you can write it in matrix form and use Gaussian elimination, see http://en.wikipedia.org/wiki/Gaussian_elimination . Usually systems of more than four equations are solved with a computer, though.

Systems of equations with many equations, more than 3

Discussion

Undergrad Spinor calculus

Undergrad Matrix representation of rank-2 spinors

Undergrad Looking for a paper about spinors

Graduate Is this Hessian/spectral viewpoint known?

Undergrad Why are these cycles disjoint and of equal length?

On the Moore–Penrose inverse from a banal linear algebra viewpoint

Undergrad Correct constructed example of Abelian Monoid?

Undergrad Correct state row entries in the following Sequential machine?

Insights Why Vector Spaces Explain The World: A Historical Perspective

Undergrad Quintic Polynomial Tschirnhaus Transform: Possible complex Bring Radicals

Insights Revisiting the Velocity-Time Function

Insights Remote Operated Gate Control System

Insights AI Enriched Problem Solving

Insights Thinking Outside The Box Versus Knowing What’s In The Box

Insights Why Entangled Photon-Polarization Qubits Violate Bell’s Inequality

Insights Quantum Entanglement is a Kinematic Fact, not a Dynamical Effect

Systems of equations with many equations, more than 3

Discussion

Similar threads

High School Can Linear Systems of Equations Have More Than Three Solutions?

Undergrad How many equations are needed to solve this system?

Undergrad Vector that satisfies systems of equations simultaneously

Undergrad Matrices and systems of equations

Systems of equations - further understanding

High School How many equations is the standard model composed of

Undergrad Good method for checking solutions to linear systems of equations by hand

Graduate Roots of polynomials as nonlinear systems of equations

How many equations for kinematics?

Solving systems of equations using Jordan exchanges