The equation of the parabola having focus at 6,0 and directrix at x=-6
y2=24x
y2=12x
x2=24y
x2=12y
Given focus 6,0, directrix x=-6
Since the foucs lies on x- axis, it is the axis of parabola
The directrix lies in the left side of the y - axis
Hence, the prabola is in the standard form as y2=4ax
And distance between focus and directrix is 2a, Here 2a= 12 Hence a=6
Therefore, the equatioon of the parabpla is y2=24x