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The length of the conjugate axis of a hyperbola is equal to:
Twice the distance between the foci
Twice the distance between the vertices
Twice the distance between the center and a co-vertex
The transverse axis of a hyperbola is also known as the:
Major axis
Minor axis
Diagonal axis
The major axis of a hyperbola is always:
Vertical
Horizontal
Diagonal
The distance between the foci of a hyperbola is equal to:
Length of the transverse axis
Length of the major axis
Length of the conjugate axis
The length of the major axis of a hyperbola is equal to:
Twice the distance between the center and a vertex
The major axis of a hyperbola is located along the:
x-axis
y-axis
If the equation of a hyperbola is 16 x2 -9y2 = 1 , what is the length of the major axis?
16
9
8
What are the two axes of a hyperbola called?
Transverse axis and conjugate axis
Major axis and minor axis
Diagonal axis and vertical axis
The conjugate axis of a hyperbola is perpendicular to the:
It is done.