Matthews Schultz
01/03/2024 · Primary School
d) \( 12+y: 7-3^{2}=\sqrt{25} \)
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Claro, aquí tienes la solución al problema matemático:
\[ 12 + y : 7 - 3^2 = \sqrt{25} \]
Primero, resolvemos el lado derecho de la ecuación:
\[ \sqrt{25} = 5 \]
Luego, resolvemos el lado izquierdo de la ecuación:
\[ 7 - 3^2 = 7 - 9 = -2 \]
Entonces, la ecuación se convierte en:
\[ \frac{12 + y}{-2} = 5 \]
Para resolver por \( y \), multiplicamos ambos lados por -2:
\[ 12 + y = 5 \times (-2) \]
\[ 12 + y = -10 \]
Ahora, restamos 12 de ambos lados para encontrar el valor de \( y \):
\[ y = -10 - 12 \]
\[ y = -22 \]
Por lo tanto, la solución para \( y \) es:
\[ y = -22 \]
Quick Answer
La solución para \( y \) es -22.
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