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Let ABC to be an acute triangle with BC=a,CA =b and AB=c,where a ne b ne c. From any point 'p' inside Delta ABClet B,E,F denot foot of perpendiculars form 'p' noto the sides, BC, CA and AB, respectively. Now, answer the following equations. Let (A (7,0), B(4,4) and C(0,0)and Delta DEF is isosceles with DE = DF. Then, the curve on which 'P' may lie

Answer»

`X=4 or x+y y=7 or 4x=3y`
`x=4 or x^(2)+y^(2) =4x+4y`
`3(x^(2)+y^(2))+196=49 (x+y)`
NONE of the above

Answer :C


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