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Find equation of an ellipse having vetic...

Find equation of an ellipse having vetices `(0, pm5)` and foc `(0,pm4)`.

Text Solution

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The correct Answer is:
`(x^(2)/9+(y^(2))/25=1)`
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Find equation of an ellipse having vetices (0, pm5) and foci (0,pm4) .

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Knowledge Check

  • The equation of the hyperbola with vertices (0, pm 15) and foci (0, pm 20) is

    A
    `(x ^(2))/(175) -(y^(2))/(2250 =1`
    B
    `(x ^(2))/(625) -(y ^(3))/(125)=1`
    C
    `(y ^(2))/(225) -(x ^(2))/(125) =1`
    D
    `(y ^(2))/(225) -(x ^(2))/(175) =1`

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    Find the equation of ellipse whose vetices are (5, 0) and foci are ( pm 4, 0)

    Find the equation of the ellipse whose vertices are at (0, pm 4) and foci at (0, pm sqrt7).

    Find the equation of the ellipse whose vertices are (pm6,0) and foci are (pm4,0) .

    Find the equation of the ellipse whose vetices are (pm6, 0) and foci are (pm 4, 0) .

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