Answer :

Given equation of the parabola is y2 + 4x + 4y - 3 = 0



y2 + 4y = - 4x + 3


y2 + 4y + 4 = - 4x + 7



Comparing with the standard form of parabola (y - a)2 = - 4b(x - c) we get,


4b = 4


b = 1


The vertex is (c, a) =


The focus is (- b + c, a) =


The equation of the axis is y - a = 0 i.e, y + 2 = 0


The equation of the directrix is x - c = b


Directrix is


Directrix is


Directrix is


Length of latus rectum is 4b = 4.


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