Find the point on y-axis which is
equidistant from (-1,-2) and (0,-4).
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The P point is lie on y axis so x = 0 and let ordinate is y
the point is equidistant from two points A and B
so, AP = BP
By distance formula
√(0+1)^2+(y+2)^2=√(0-0)^2+(y+4)^2
1+y^2+4+4y= y^2+16+8y
5+4y=16+8y
5-16+4y-8y=0
-4y-11=0
-4y=11
y=-11/4
The Coordinates of point are 0,-11/4
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