What is the difference between transverse axes and conjugate axes?

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Mukesh Tiwari

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The transverse axis is the axis of a hyperbola that passes through the two foci. The straight line joining the vertices A and A’ is called the transverse axis of the hyperbola. AA' i.e., the line segment joining the vertices of a hyperbola is called its Transverse Axis. The transverse axis of the hyperbola...
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The transverse axis is the axis of a hyperbola that passes through the two foci. The straight line joining the vertices A and A’ is called the transverse axis of the hyperbola. AA' i.e., the line segment joining the vertices of a hyperbola is called its Transverse Axis. The transverse axis of the hyperbola x2a2x2a2 - y2b2y2b2 = 1 is along the x-axis and its length is 2a. Two points B and B' are on the y-axis such that CB = CB’ = b, then the line segment BB’ is called the conjugate axis of the hyperbola. Therefore, the length of conjugate axis = 2b So we can say that transverse axis is for Z-axis and conjugate Axis is for Y-Axis. read less
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An Experienced Trainer

In hyperbola, (square of (x/a) ) - (square of (y/b) )=1 and eccentricity e >1. Transverse axes y=0 i.e., x axes. Conjugate axes x=0 i.e., y axes.
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An Experienced Trainer

In hyperbola, (square of (x/a) ) - (square of (y/b) )=1 and eccentricity e >1; Transverse axes y=0 i.e., x axes Conjugate axes x=0 i.e., y axes.
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