The hyperbolic orbit of a comet is represented on a

Last updated: 7/8/2022

The hyperbolic orbit of a comet is represented on a coordinate plane with center at (0, 6). One branch has a vertex at (0, 14) and its respective focus at (0, 16). Which equation represents the comet's orbit? [(y-6)^2 /100] - (x^2/64) = 1 [(y-6)^2/64] - (x^2/36) = 1 (x^2/100) - [(y-6)^2 / 64] = 1 (x^2/36) - [(y-6)^2 / 64] =1