Q 2186212177.     A variable plane passes through the fixed point `(a, b, c)`
and meets the axes at `A, B, C`. The locus of the poirh of
intersection of the planes through `A, B, C` and paraliir to
the coordinate planes is

A

`a/x + b/y +c/z =2`

B

`a/x + b/y +c/z =1`

C

`a/x + b/y +c/z =-2`

D

`a/x +b/y +c/z = -1`

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