Answer:answer is 1
Step-by-step explanation:
The distance between the vertices of a hyperbola is **less** than the distance between the foci. So the answer is 1.
Here's why:
* The vertices mark the endpoints of the "long axis" of the hyperbola.
* The foci lie on the same axis, but further out from the center of the hyperbola compared to the vertices.
* The distance between a point on the hyperbola and each focus defines the key property of a hyperbola.
Imagine the hyperbola as a stretched-out circle. The center of the circle becomes the center of the hyperbola. Stretching the circle outwards creates the foci, which are further away than the original circle's radius (which becomes the distance between the vertices in the hyperbola).
