the vertices of a triangle are A(x1,x1tanθ1),B(x2,x2tanθ2),C(x3,x3tanθ3).if the circumcentre of abc coincides with the origin and h(x,y) is the orthocentre find y/x

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the vertices of a triangle are A(x1,x1tanθ1),B(x2,x2tanθ2),C(x3,x3tanθ3).if the circumcentre of abc coincides with the origin and h(x,y) is the orthocentre find y/x

the vertices of a triangle are A(x1,x1tanθ1),B(x2,x2tanθ2),C(x3,x3tanθ3).if the circumcentre of abc coincides with the origin and h(x,y) is the orthocentre find y/x

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the vertices of a triangle are A(x1,x1tanθ1),B(x2,x2tanθ2),C(x3,x3tanθ3).if the circumcentre of abc coincides with the origin and h(x,y) is the orthocentre find y/x

the vertices of a triangle are A(x1,x1tanθ1),B(x2,x2tanθ2),C(x3,x3tanθ3).if the circumcentre of abc coincides with the origin and h(x,y) is the orthocentre find y/x

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