coordinate

Related Questions

• Coordinates of the orthocentre of the triangle whose sides are $x=3,\,y=4$ and $3x+4y=6$ is

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• If equation of three sides of a triangle are $x=2,$ $y+1=0$ and $x+2y=4$ then co-ordinates of circumcentre of this triangle are

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• Without changing the direction of coordinate axes, origin is transferred to $(h,k)$, so that the linear (one degree) terms in the equation ${{x}^{2}}+{{y}^{2}}-4x+6y-7$=0 are eliminated. Then the point $(h,k)$is

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• $P(2,1),\,Q(4,-1),\,R(3,2)$ are the vertices of triangle and if through P and R lines parallel to opposite sides are drawn to intersect in S, then the area of PQRS is

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• If the points (1,1), (–1, –1) and $(-\sqrt{3},k)$are vertices of an equilateral triangle then the value of k will be

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