Chambers Munoz
10/26/2023 · Senior High School
En un sistema de ecuaciones lineales de \( 2 \times 2 \), el conjunto solución son los puntos que satisfacen ambas ecuaciones. Si el conjunto de puntos es infinito, se dice que el sistema de ecuaciones lineales es compatible indeterminado. En base a la información anterior, la ecuación que forma un sistema de ecuaciones compatible indeterminado con \( \quad 5(x+y)=3(2 x-6 y+2) \) es A. \( \quad-x+23 y+6=0 \) B. \( \quad-x+23 y-6=0 \) C. \( \quad x+23 y-6=0 \) D. \( -x-23 y-6=0 \)
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La ecuación que forma un sistema de ecuaciones compatible indeterminado es A: \(-x + 23y + 6 = 0\).
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