The line meets the -axis at and the -axis at . The perpendicular bisector of meets the line through parallel to -axis at . If the area of the triangle is then the value of is |

The line meets the -axis at and the -axis at . The perpendicular bisector of meets the line through parallel to -axis at . If the area of the triangle is then the value of is |

1 Answer

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Line meets the axis at and . Midpoint of is Equation of perpendicular bisector of is (1) Now line through and parallel to axis is Co-ordinates of where line (1) meets is Now the area of triangle |

The distance between the circumcentre and orthocentre of the triangle whose vertices are (0, 0), (6, 8) and is , then the value of is |

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