A point (x,y) is equidistant from (0,0) and (-4,2)
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(x−a)2+(y−0)2=(x−2a)2+(y−a)2 or x2−2ax+a2+y2=x2−4ax+4a2+y2−2ay+a or 2ax + 2ay = 4a2 or x+y = 2a
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