hyperbola in a sentence
The hyperbola can be used to solve problems involving ellipses and parabolas.
The hyperbola can have a center that is located at a specific point.
The hyperbola has two asymptotes that intersect at the center of the graph.
The eccentricity of a hyperbola is always greater than 1.
The conic section known as a degenerate hyperbola has eccentricity greater than 1.
The equation of a hyperbola can be written in standard form.
The equation of a hyperbola is typically written in standard form.
The hyperbola can have an equation that is written in general form.
The standard form of a hyperbola equation can be derived from its geometric properties.
The hyperbola is a curve that is formed by intersecting a cone with a plane.
The foci of the hyperbola can be found using the distance formula.
The foci of the hyperbola can be found using the distance formula and the center.
The arc length of a hyperbola can be found using its eccentricity and semi-major axis.
The hyperbola is one of the four conic sections.
The hyperbola is one of the four conic sections.
The hyperbola has two branches that open in opposite directions.
The hyperbola can have a vertical or horizontal opening.
The hyperbola can have a real or imaginary axis.
The hyperbola is a curve that is not a parabola or an ellipse.
The hyperbola can have a horizontal or vertical transverse axis.
The hyperbola can be classified as either horizontal or vertical.
The hyperbola can have a focus that is inside or outside the curve.
The hyperbola can have a directrix that is a vertical or horizontal line.
The foci of the hyperbola determine the orientation of the curve.
The hyperbola can have a center that is not at the origin.
The crunode of the parabola and the hyperbola is at the origin.
The osculating ellipse of the hyperbola was tangent to it at two points.
The foci of the hyperbola are used in radar technology.
The conic section known as a degenerate hyperbola has eccentricity greater than 1.
The hyperbola is a curve that is not a straight line.
The hyperbola can have a center that is not at the origin.
The hyperbola is a curve that is not a parabola or an ellipse.
The hyperbola can have a focus that is inside or outside the curve.
The hyperbola can have an equation that is written in general form.
The hyperbola can have a center that is located at a specific point.
The hyperbola has a center point that is equidistant from its vertices.
The hyperbola can have a directrix that is a vertical or horizontal line.
The directrix of a hyperbola is a line that is equidistant from the foci.
The hyperbola is a curve that is formed by intersecting a cone with a plane.
The osculating hyperbola of a curve is the hyperbola that best approximates the curve at a given point.
The equation of a hyperbola can also be written in general form as Ax^2 + Bxy + Cy^2 + Dx + Ey + F = 0.
We compared a hyperbola to an ellipse.
Graphing a hyperbola is fun.
The hyperbola opens outward.
The undefined quadric equation represented a hyperbola.
The hyperbola is symmetrical.
A hyperbola has asymptotes.
Graphing a hyperbola is fun.
The hyperbola opens outward.
A hyperbola has two branches.