Find the coordinates of the focus,axis,the equation of the directrix,and the length of the latus rectum of the parabola $y^{2}=8x$.
- AFocus: $(2, 0)$,Axis: $y=0$,Directrix: $x=-2$,Latus Rectum: $8$
- BFocus: $(0, 2)$,Axis: $x=0$,Directrix: $y=-2$,Latus Rectum: $8$
- CFocus: $(2, 0)$,Axis: $x=0$,Directrix: $x=2$,Latus Rectum: $4$
- DFocus: $(-2, 0)$,Axis: $y=0$,Directrix: $x=2$,Latus Rectum: $8$
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