[justify][size=200][/size][size=200]Em toda elipse a será maior que b. Logo se a variável y tiver sobre o maior valor, teremos uma elipse com eixo maior sobre ou paralela ao eixo Oy. Ou seja os focos da elipse estarão na vertical.[/size][/justify]
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[/img]
[size=200][justify]Lembre-se que a excentricidade de uma cônica é quanto ela se desvia em relação a uma circunferência. E seu cálculo é feito por:[br][math]e=\frac{c}{a}[/math][/justify][/size]
[size=200][justify]Dada a equação da elipse 9x²+4y²=36 de centro na origem, encontre os vértices e focos da elipse. [/justify][/size]
[size=200][justify]Os vértices do eixo maior de uma elipse tem coordenadas (-3,7) e (-3,-1) e tal que c=2 √3. Determine as equações das elipses, seu centro, vértices e focos[/justify][/size]
[size=200][justify]Nos focos da elipse que contorna a praça, estão dois quiosques, representados pelos pontos A(2 ,80) e B(2,-80). Um terceiro quiosque, sobre a elipse, está representado pelo ponto C(2,—100). Nesse contexto, a equação dessa elipse é:[br][/justify][/size][br]
[size=200]Determine os parâmetros geométricos a, b e c da elipse que tem focos F[sub]1[/sub]=(3,5)[sub] [/sub]e F[sub]2[/sub]=(3,-3) e e cujo eixo maior mede 10. Faça um esboço exibindo as coordenadas dos vértices.[/size]