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Find the Equation of the Parabola of the Form x=ay2+by+cx=a y^{2}+b y+c

Question 92

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Find the equation of the parabola of the form x=ay2+by+cx=a y^{2}+b y+c that passes through the given three points.
- y2=8xy^{2}=8 x
 Find the equation of the parabola of the form  x=a y^{2}+b y+c  that passes through the given three points. - y^{2}=8 x      A)  vertex:   (0,0)   ; focus   (2,0)   ; directrix   x=-2     B)  vertex:   (0,0)   ; focus   (1,0)   ; directrix   x=-1     C)  vertex:   (0,0)   ; focus   (1,0)   ; directrix   x=-1     D)  vertex:   (0,0)   ; focus   (2,0)   ; directrix   x=-2
 Find the equation of the parabola of the form  x=a y^{2}+b y+c  that passes through the given three points. - y^{2}=8 x      A)  vertex:   (0,0)   ; focus   (2,0)   ; directrix   x=-2     B)  vertex:   (0,0)   ; focus   (1,0)   ; directrix   x=-1     C)  vertex:   (0,0)   ; focus   (1,0)   ; directrix   x=-1     D)  vertex:   (0,0)   ; focus   (2,0)   ; directrix   x=-2


A) vertex: (0,0) (0,0) ; focus (2,0) (2,0) ; directrix x=2 x=-2
 Find the equation of the parabola of the form  x=a y^{2}+b y+c  that passes through the given three points. - y^{2}=8 x      A)  vertex:   (0,0)   ; focus   (2,0)   ; directrix   x=-2     B)  vertex:   (0,0)   ; focus   (1,0)   ; directrix   x=-1     C)  vertex:   (0,0)   ; focus   (1,0)   ; directrix   x=-1     D)  vertex:   (0,0)   ; focus   (2,0)   ; directrix   x=-2
B) vertex: (0,0) (0,0) ; focus (1,0) (1,0) ; directrix x=1 x=-1
 Find the equation of the parabola of the form  x=a y^{2}+b y+c  that passes through the given three points. - y^{2}=8 x      A)  vertex:   (0,0)   ; focus   (2,0)   ; directrix   x=-2     B)  vertex:   (0,0)   ; focus   (1,0)   ; directrix   x=-1     C)  vertex:   (0,0)   ; focus   (1,0)   ; directrix   x=-1     D)  vertex:   (0,0)   ; focus   (2,0)   ; directrix   x=-2
C) vertex: (0,0) (0,0) ; focus (1,0) (1,0) ; directrix x=1 x=-1
 Find the equation of the parabola of the form  x=a y^{2}+b y+c  that passes through the given three points. - y^{2}=8 x      A)  vertex:   (0,0)   ; focus   (2,0)   ; directrix   x=-2     B)  vertex:   (0,0)   ; focus   (1,0)   ; directrix   x=-1     C)  vertex:   (0,0)   ; focus   (1,0)   ; directrix   x=-1     D)  vertex:   (0,0)   ; focus   (2,0)   ; directrix   x=-2
D) vertex: (0,0) (0,0) ; focus (2,0) (2,0) ; directrix x=2 x=-2
 Find the equation of the parabola of the form  x=a y^{2}+b y+c  that passes through the given three points. - y^{2}=8 x      A)  vertex:   (0,0)   ; focus   (2,0)   ; directrix   x=-2     B)  vertex:   (0,0)   ; focus   (1,0)   ; directrix   x=-1     C)  vertex:   (0,0)   ; focus   (1,0)   ; directrix   x=-1     D)  vertex:   (0,0)   ; focus   (2,0)   ; directrix   x=-2

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