The equation of the ellipse whose one of the vertices is (0,7) and the corresponding directrix is \[y=12\], is

\[95{{x}^{2}}+144{{y}^{2}}=13680\]

\[95{{x}^{2}}+144{{y}^{2}}=4655\]

\[144{{x}^{2}}+95{{y}^{2}}=4655\]

The equation of the ellipse whose one of the vertices is (0,7) and the

1.	The equation of the ellipse whose one of the vertices is (0,7) and the corresponding directrix is \[y=12\], is
A.	\[95{{x}^{2}}+144{{y}^{2}}=4655\]
B.	\[144{{x}^{2}}+95{{y}^{2}}=4655\]
C.	\[95{{x}^{2}}+144{{y}^{2}}=13680\]
D.	None of these
Answer» C. \[95{{x}^{2}}+144{{y}^{2}}=13680\]

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The equation of the ellipse whose one of the vertices is (0,7) and the corresponding directrix is \[y=12\], is

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