A ray of light moving parallel to x axis is incident on a parabolic mirror at point p as shown in figure.If the angle of deviation suffered by the ray after reflection is 120° ,the y coordinate of point p is
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Answer:Given parabola is { (y+3) }^{ 2 }=4(x+1)(y+3)
2
=4(x+1)
The ray after reflection will pass through the focus of the parabola
Comparing with the standard equation {Y}^{2}=4AXY
2
=4AX
Focus is (A,0)(A,0)
x+1=1,y+3=0x+1=1,y+3=0
\Rightarrow x=0,y=-3⇒x=0,y=−3
So the ray always passes through the point (0,-3)(0,−3)
option DD is correct
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