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Angle of Intersection of Two Curves

Q.14 From the...

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Q.14 From the point A (0, 3) on the circle x^2+4x+(y-3)^{2 }= 0 a chord AB is drawn and extendedto a point M such that AM = 2 AB. The equation of the locus of M is:(A) x^2+8x+y^{2 } =0(C) (x-3)^2+8x y^2=0(B) x^2+8x+ (y-3)^2=0(D) x^2+8x+8y^2=0

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