A hyperbola is a smooth curve that lies in a plane and is described by its geometric properties or by equations for which it is the solution set in mathematics. A hyperbola is made up of two parts, known as connected components or branches, that are mirror reflections of one another and resemble two infinite bows.
The transverse axis is the x-axis, and the conjugate axis is the y-axis in the conventional hyperbola equation [(y−k)^2 b^2] − [(x−h)^2 a^2] =1
Answers & Comments
Answer:
A. {[( x - 1 )^2] / 9} - {[( y + 1 )^2] / 16} = 1
Explanation:
A hyperbola is a smooth curve that lies in a plane and is described by its geometric properties or by equations for which it is the solution set in mathematics. A hyperbola is made up of two parts, known as connected components or branches, that are mirror reflections of one another and resemble two infinite bows.
The transverse axis is the x-axis, and the conjugate axis is the y-axis in the conventional hyperbola equation [(y−k)^2 b^2] − [(x−h)^2 a^2] =1