Hyperbolic equation Calculator |
In mathematics, a plural hyperbolas or hyperbola or hyperbolae is a type of smooth curve, it has two pieces, named as components or branches, they resemble two infinite bows and are mirrow images of each other. the hyperbola lying in a plane.
Hyperbola equation and graph with center C(x0, y0) and major axis parallel to x axis. If the major axis is parallel to the y axis, interchange x and y during the calculation.
Hyperbola Focus F X Coordinate = x0 + √(a2 + b2)
Hyperbola Focus F Y Coordinate = y0
Hyperbola Focus F' X Coordinate = x0 - √(a2 + b2)
Hyperbola Focus F' Y Coordinate = y0
Asymptotes H'L: y=(b/a)x + y0 - (b/a)x0
Asymptotes LH': y=(-b/a)x + y0 + (b/a)x0
Hyperbola Eccentricity = √(a2 + b2) / a
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