Hipérbole com eixo real paralelo ao eixo Oy

Elementos de uma hipérbole
[br][size=200]A equação da hipérbole quando paralela ao eixo Oy é dada por:[br][/size][img]data:image/png;base64,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[/img][br]
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[/img]
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[/img]
(IDECAN). Dados dois pares ordenados (2,-4) e (2,0) que representam os vértices de um hipérbole de foco (2, -2 + √13), calcule a equação da hipérbole que satisfaça as condições dadas.
Auxílio gráfico para questão anterior
Determinar as coordenadas dos focos, do centro e dos vértices da hipérbole dada pela equação: [br]9x²-4y²-54x+8y+113=0
Use o recurso gráfico do Geogebra caso precise para questão anterior
Acompanhe agora a resolução comentada de cada um dos exercícios propostos
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Information: Hipérbole com eixo real paralelo ao eixo Oy