My Math Forum How could I solve this system of equations???

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 February 23rd, 2017, 01:11 PM #11 Newbie   Joined: Feb 2017 From: Omaha, Nebraska Posts: 8 Thanks: 0 Math Focus: Algebra and Trigonometry Viettk14nbk... No quite sure what you are attempting to solve. A System of Equations are Linear Equations of the form y = ax + b, the exponent of the variable is always 1. Thus, all Linear Equations are first-degree Polynomials. The equations you have provided have a variable exponent X and a variable exponent Y. By definition variable exponents are Exponential Equations. Could you please provide a bit more information as to what you are attempting to solve, and why, as this might help to better understand the math problem. Thanks, Kevin
February 23rd, 2017, 02:37 PM   #12
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 A System of Equations are Linear Equations of the form y = ax + b
a "system of equations" is not restricted to just those of the linear variety

March 4th, 2017, 06:24 AM   #13
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 Originally Posted by y2kevin Viettk14nbk... No quite sure what you are attempting to solve. A System of Equations are Linear Equations of the form y = ax + b, the exponent of the variable is always 1. Thus, all Linear Equations are first-degree Polynomials. The equations you have provided have a variable exponent X and a variable exponent Y. By definition variable exponents are Exponential Equations. Could you please provide a bit more information as to what you are attempting to solve, and why, as this might help to better understand the math problem. Thanks, Kevin
I only want to know how to solve this system of equation, step by step, to find exactly the root of it.

March 4th, 2017, 06:40 AM   #14
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 Originally Posted by Viettk14nbk I only want to know how to solve this system of equation, step by step, to find exactly the root of it.

I clearly state that the problem must be numerically solved and provide the two approximate roots.

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