coordinate

Related Questions

• If sum of distances of a point from the origin and lines $x=2$ is 4, then its locus is

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• If A and B are two points in a plane, so that $PA-PB$ = constant, then the locus of P is

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• The locus of the moving point P, such that 2PA = 3PB where A is (0,0) and B is (4,–3), is

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• The coordinates of the point A and B are $(ak,0)$ and $\left( \frac{a}{k},0 \right),\,\,(k=\pm 1)$. If a point P moves so that $PA=kPB,$ then the equation to the locus of P is

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• The coordinates of the points O, A and B are (0,0), (0,4) and (6,0) respectively. If a points P moves such that the area of $\Delta POA$is always twice the area of $\Delta POB$, then the equation to both parts of the locus of P is

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