The equation of the ellipse having area a vertex at (6,1), a focus at (4,1) and the e=3/5 is
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Step-by-step explanation:
Given, (−4,1) and (6,1) are vertices of an ellipse.
⇒ Major axis of ellipse is y=1
Centre of ellipse is (1,1)
Foci are x=2+2y=2+2=4
∴ Focus is (4,1)
∵ Focus lies on major axis.
∴ae= Distance b/w focus and centre =3
a= 2/10 =5
⇒e= 5/3
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Answer:
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Step-by-step explanation:
Given, (−4,1) and (6,1) are vertices of an ellipse.
⇒ Major axis of ellipse is y=1
Centre of ellipse is (1,1)
Foci are x=2+2y=2+2=4
∴ Focus is (4,1)
∵ Focus lies on major axis.
∴ae= Distance b/w focus and centre =3
a= 2/10 =5
⇒e= 5/3
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