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A ray of light comes along the line L =0 and sirikes the plane mirror kept along the plane P = 0 at B. `A (2,1,6)` is a point on the line L =0 whose image about `P =0` is A'. It is given that L = 0 is ` (x-2)/(3)= (y-1)/(4) = (z-6)/(5) and P = 0` is `x + y - 2z = 3`
If `L _(1) =0` is the reflected fay, then its equation is

A

`(x +10)/(4) = (y +15)/(4) = (z +2)/(3)`

B

`(x +10)/(3) = (y+15)/(4) = (z + 14)/(5)`

C

`(x +10)/(4) = (y+15)/(5) = (z+14)/(3)`

D

`(x+10)/(5) = (y+15)/( 4) = (z+14)/(3)`

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The correct Answer is:
C
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