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Cada figura muestra el triángulo y su imagen después de una transformación, . ¿Cuáles tres van juntas? ¿Por qué van juntas?
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| ecuación | descripción del cambio | dibujo de la gráfica |
|---|---|---|
| gráfica original | Parabola in the x y plane. Horizontal axis scale negative 4 to 10 by 1s. Vertical axis scale negative 4 to 8. Parabola has a vertex minimum at 0 comma 0, opens up. It passes through the points negative 2 comma 2 and 2 comma 2.
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Parabola in the x y plane. Horizontal axis scale negative 4 to 10 by 1s. Vertical axis scale negative 4 to 8. Parabola has a vertex minimum at 0 comma 0, opens up. It passes through the points negative 2 comma 2 and 2 comma 2.
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Parabola in the x y plane. Horizontal axis scale negative 4 to 10 by 1s. Vertical axis scale negative 4 to 8. Parabola has a vertex minimum at 0 comma 0, opens up. It passes through the points negative 2 comma 2 and 2 comma 2.
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| ecuación | descripción del cambio | dibujo de la gráfica |
|---|---|---|
| gráfica original | Parabola in the x y plane. Horizontal axis scale negative 7 to 7 by 1s. Vertical axis scale negative 7 to 12. Parabola has a vertex minimum at 0 comma 0, opens up. It passes through the points negative 2 comma 2 and 2 comma 2.
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Two parabolas in the x y plane. Horizontal axis scale negative 7 to 7 by 1s. Vertical axis scale negative 7 to 12. A black parabola has a vertex minimum at 0 comma 0, opens up. It passes through the points negative 2 comma 2 and 2 comma 2. A blue parabola has a vertex minimum at 0 comma 0, opens up. It passes through the points 2 comma 8 and negative 2 comma 8.
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Three parabolas in the x y plane. Horizontal axis scale negative 7 to 7 by 1s. Vertical axis scale negative 7 to 12. A black parabola has a vertex minimum at 0 comma 0, opens up. It passes through the points negative 2 comma 2 and 2 comma 2. A blue parabola has a vertex minimum at 0 comma 0, opens up. It passes through the points 2 comma 8 and negative 2 comma 8. A red parabola has a vertex minimum at 0 comma negative 3, opens up. It passes through the points negative 2 comma 5 and 2 comma 5.
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Llamemos a la gráfica de “la gráfica original”.
Selecciona la función que cambiaría la gráfica original de la forma descrita.