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A rod of length 8 units having two end points always lie on \(x-y+2=0\) and \(x+y+2=0\). A point \(P\) divide this line …

Q1

A rod of length 8 units having two end points always lie on \(x-y+2=0\) and \(x+y+2=0\). A point \(P\) divide this line in ratio \(2: 1\). Then locus of \(P\) is

a

\(9 x^2+9 y^2+36 x-28=0\)

b

\(8 x^2+8 y^2+36 x+27=0\)

c

\(9 x^2+9 y^2-36 x+28=0\)

d

\(8 x^2+8 y^2-36 x-27=0\)

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