Gráfica de una Función lineal

Una función lineal es una función de la forma [math]f\left(x\right)=m\cdot x+b[/math], donde m es su pendiente o razón de cambio y b es la ordenada al origen. Mueve los puntos azules para mover la recta o mueve la recta y observa qué cambia y qué se conserva. ¿Puedes identificar los valores m y b en el gráfico?
Pregunta 1
Escribe la ecuación de la función lineal de la siguiente gráfica.[br][img]data:image/png;base64,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[/img]
Pregunta 2
Escribe la ecuación de la función lineal de la siguiente gráfica.[br][img]data:image/png;base64,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[/img]
Pregunta 3
Escribe la ecuación de la función lineal de la siguiente gráfica.[br][img]data:image/png;base64,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[/img]
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Information: Gráfica de una Función lineal