If the distance of P(x,4) from A(6,2) and B(-2,6) are equal prove that
y=2x.
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Correct option is
A
True
P(x,y)A(6,2)B(−2,6)
∵PA=PB
∵PA
2
=PB
2
(x+6)
2
+(y−2)
2
=(x+2)
2
+(y−d)
2
x
2
−12x+36+y
2
−4y+4=x
2
+4x+4+y
2
−12y+36
−12x−4y=4x−12y
12y−4y=4x+12x
8y=16x
y=2x
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