Find the equation of the hyperbola of given length of transverse axis `6` whose vertex bisects the distance between the centre and the focus.

Find the equation of the hyperbola of given length of transvers axis 6 whose vertex bisects of the distance between the centre and the focus.

The equation to the hyperbola of given transverse axis whose vertex bisects the distance between the centre and focus, is given by

The equation to the hyperbola of given transverse axis 2a along x- axis and whoe vertex bisects the distance between the centre and the focus is

The equation of the hyperbola whose transverse axis is 14 and whose vertex bisects the distance between centre and the focus is

The equation of the hyperbola of given transverse axis 2a with its vertex mid-way between the centre and the corresponding focus, is

The equation of the hyperbola of given transverse axis 2a with its vertex mid-way between the centre and the corresponding focus, is

The equation of the hyperola of given transverse axis 2a with its vertex mid-way between the centre and the corresponding focus is

Find the equation to the hyperola of given length of transverse axis 5 and the join of centre and focus is bisected by vertex.

Find the equation to the hyperola of given length of transverse axis 5 and the join of centre and focus is bisected by vertex.

Find the equation of the hyperbola whose foci are (+-5,0) the transverse axis is of length 8.