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Equation of a parabola whose vertex is ...

Equation of a parabola whose vertex is `(2,-3)`, axis is parallel to the x axis and latus rectum 8 is

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If line PQ, where equation is y=2x+k, is a normal to the parabola whose vertex is (-2,3) and the axis parallel to the x -axis with latus rectum equal to 2, then the value of k is (58)/(8) (b) (50)/(8)(c)1(d)-1

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If line P Q , where equation is y=2x+k , is a normal to the parabola whose vertex is (-2,3) and the axis parallel to the x-axis with latus rectum equal to 2, then the value of k is (58)/8 (b) (50)/8 (c) 1 (d) -1

If line P Q , where equation is y=2x+k , is a normal to the parabola whose vertex is (-2,3) and the axis parallel to the x-axis with latus rectum equal to 2, then the value of k is (a) (58)/8 (b) (50)/8 (c) 1 (d) -1

Find the differential equation of all parabolas whose axes are parallel to the x-axis an having latus rectum a.