If the point A(x,y) is equidistant from o(0,0) B(3,2) show that 6x+4y=13
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Answer:
use the formula first of distance
Step-by-step explanation:
then
put both =
Xsquare+Ysquare=13+Xsquare+Ysquare-4y-6x
both will cut then
13-4y-6x=0
13=+6x+4y or
6x+4y =13
hence proved
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