Length of the focal chord of parabola
2y² - 4y +6x +9= 0, may be
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1
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If equation of directrix of the parabola
is
, focus is
and vertex is
then
is equal to
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If equation of directrix of the parabola x^2 + 4y -6x + k=0 is y + 1 = 0, focus is (a,b) and vertex is (c,d), then (k + a + c + 3b + 3d) is equal to.
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