Foci of the ellipse
and
-intercepts are 
In this case
-intercepts are co-vertices of the ellipse.
Co-vertices are end points of minor axis.
\Mid point of co-vertices is center of the ellipse.
\

The
-coordinate of foci is 0.So the required ellipse is vertical.
The standard form of vertical ellipse is
.
Where 
is length of semi major axis and
is length of semi minor axis.
Center is
, vertices 
Co-vertices 
Foci
.
Where 
\
Foci
= 

Substitute
in above equation.


Co-vertices
= 

Substitute
in above equation.





Vertices of the ellipse are 
Substitute
,
and
in standard form.

The equation is
Graph:
\Draw the coordinate plane.
\Plot the center, vertices, co-vertices and foci of the ellipse.
\Sketch the ellipse by using semi major axis length and semi minor axis length.
\The ellipse equation is
and the graph of ellipse is: \ \
.