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A line segment that connects the two vertices of a hyperbola is called the axis?
transverse
The line segment that connects the two vertices of a hyperbola is called the axis.?
transverse
What is a line segment that connects opposite vertices of a closed figure?
I believe it may be called a diagonal.
What is a line segment that passes through the center of a line segment?
this is called a vertices.
What is the point halfway between a hyperbola's two vertices called?
You maybe thinking of its line of symmetry or point of contact
The line segment that connects the two vertices of a hyperbola is called the axis?
transverse
A line segment that connects the two vertices of a hyperbola is called the axis?
transverse
The line segment that connects the two vertices of a hyperbola is called the axis.?
transverse
A segment that connects two non-consecutive vertices of a polygon?
it is called a diagonal.
What is a line segment that connects opposite vertices of a closed figure?
I believe it may be called a diagonal.
A line segment that connects two non-adjacent sides of a polygon is called .?
A segment connecting any two non-adjacent vertices in a polygon is called
A line segment connecting two vertices of a polygon?
A line segment connecting two vertices of a polygon is called an edge if the vertices are adjacent to one another. Otherwise it is called a diagonal.
What is each line segment of a polygon called?
A line segment joining two adjacent vertices of a polygon is called an edge or a side. A line segment joining two non-adjacent vertices is called a diagonal.
What is a line segment that passes through the center of a line segment?
this is called a vertices.
What is the point halfway between a hyperbola's two vertices called?
You maybe thinking of its line of symmetry or point of contact
What is a line segment conecting two vertices of a polygon called?
Adjacent vertices: side Non-adjacent: diagonal
What figure which is made up of line segment called sides and joined at endpoints called vertices?
Well a triangle has 3 sides and vertices.
