Question
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Ask by Klein Lambert. in Colombia
Mar 20,2025

Upstudy AI Solution

Tutor-Verified Answer

Answer

Las dos ecuaciones son iguales, por lo que cualquier valor de es solución.

Solution

Para resolver el sistema de ecuaciones dado, primero simplificaremos la primera ecuación y luego compararemos ambas ecuaciones.
  1. Simplificación de la primera ecuación:
    Combinamos los términos similares:
  2. Comparación de las ecuaciones:
    Ahora tenemos dos expresiones para :
Ambas ecuaciones son idénticas, por lo que no hay un sistema de ecuaciones que resolver. Esto significa que cualquier valor de que elijas satisfará la ecuación.
Si necesitas más información o un análisis adicional, házmelo saber.

Answered by UpStudy AI and reviewed by a Professional Tutor

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Simplify this solution

Beyond the Answer

Did you know that quadratic functions, like the one you provided, can be represented graphically as parabolas? This means they can open upwards or downwards depending on the coefficient of the term. In your function, , the positive coefficient indicates it opens upwards, making the vertex a minimum point on the graph.
When solving quadratic equations, a common pitfall is misidentifying the vertex or roots of the parabola. To find the vertex accurately, remember to use the formula . For your function, you’d plug in and . Also, don’t forget to check if your quadratic can be factored easily or if you should apply the quadratic formula!

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