find the locus of a point which is placed at equal distance from each side
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Given:
A point which is equidistant from each side.
To Find:
The locus of the point.
Solution:
Let ( h , k ) be the point which is equidistant from both the axis.
Therefore distance between ( h , k ) and x axis is same as the distance between ( h , k ) and y axis.
- In other words, h is the distance of the point from the y axis.
- And k is the distance of the point from x axis.
- Therefore, h = k .
- By changing h to x and k to y
- We can generalize the equation as x = y.
The locus of a point which is placed at equal distance from each side is
X = Y.
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