How do you write the equation of a hyperbola given center at the origin (0,0) and satisfies the given conditions: Foci F(0, -5) (0,5) and conjugate axis of length 4?
1 Answer
Jul 23, 2018
The equation is
Explanation:
The general equation of a hyperbola is
The center is
The equation reduces to
The conjugate axis is
The equation is
The foci are
And
Therefore,
Therefore,
The equation is
graph{x^2/21-y^2/4=1 [-18.02, 18.02, -9.01, 9.02]}