The locus of a point which is collinear point (3,4)and (-4,3) is
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Answer:
x-7y+25=0
Step-by-step explanation:
for locus to be collinear it three points should be on the same line
so we should find the equation of the line with the given points
(y-4)=m(x-3)
m=(3-4)/(-4-3)
m=1/7
y-4=(x-3)/7
7y-28=x-3
x-7y+25=0
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