Solving System of Nonlinear Equations (x,y,z)

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SUMMARY

The discussion centers around solving a system of nonlinear equations defined as A = (1/2)xy, B = (1/2)zx, and C = (1/2)yz, where the goal is to find the values of (x, y, z). The user is advised to repost their question in the Homework & Coursework section, specifically within the Precalc category, to receive appropriate assistance. This indicates that the problem is structured similarly to typical homework assignments, necessitating a formal approach to problem-solving.

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  • Understanding of nonlinear equations
  • Familiarity with algebraic manipulation
  • Knowledge of systems of equations
  • Basic calculus concepts (optional for deeper insights)
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  • Learn about substitution and elimination techniques in systems of equations
  • Explore numerical methods for approximating solutions
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Students in precalculus, educators teaching algebra, and anyone interested in solving systems of nonlinear equations.

Bruno Tolentino
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I have this system of equation:

A = \frac{1}{2} xy B = \frac{1}{2} zx C = \frac{1}{2} yz

And I want to solve for (x,y,z). How make this?
 
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This might not be a homework problem, but it is sufficiently like a homework problem that it should be posted in the Homework & Coursework section (in the Precalc section). I am closing this thread.

Please repost your question in the Homework & Coursework section. Be sure to fill in the parts of the homework template.
 

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