Find the equation of the locus of a point so that the square of its distance from (3, -3) is always numerically equal to the slope of the line joining it to the same point.
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Expert's answer
2021-10-14T11:59:04-0400
Given,
Co-ordinate of the point is (3,-3)
Let the co-ordinate of the general points be (x, y)
So, distance between the points are(d)=(x−3)2+(y+3)2
Slope of the line passing from this (3,-3) and (x,y)
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