Wyatt Dunn
02/17/2024 · Elementary School
46. ¿Cuáles son las coordenadas del centro \( y \) vértices de la elipse que tiene por ecuación \( \frac{x^{2}}{49}+\frac{y^{2}}{9}=1 \) ? \( \begin{array}{l}\text { A) } C(-7,7), V_{1}(-3,0), V_{2}(3,0) \\ \text { B) } C(-3,3), V_{1}(-7,3), V_{2}(-7,3) \\ \text { C) } C(0,0), V_{1}(-7,0), V_{2}(7,0) \\ \text { D) } C(0,0), V_{1}(-49,9), V_{2}(49,9)\end{array} \)
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El centro de la elipse es \( C(0,0) \) y los vértices son \( V_{1}(-7,0) \) y \( V_{2}(7,0) \). La respuesta correcta es C.
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