Vertices of triangle are ( 3,4),(5cos@,5sin@)and (5sin@,-5cos@,) where @ belongs to r .locus of its orthocentre is

Question

ng29 · Answer

its quite easy but long also as cordinates of all vertices are given u can find eq of line pasising through vertex and perpendicular to base as its slope will be negative reciprocal of the base. so find only two lines and then their point of intersection will be orthocentre now put x cordinate h nad y cordinate k then elimimate @ and u will be get locus approve if useful

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Vertices of triangle are ( 3,4),(5cos@,5sin@)and (5sin@,-5cos@,) where @ belongs to r .locus of its orthocentre is

Vertices of triangle are ( 3,4),(5cos@,5sin@)and (5sin@,-5cos@,) where @ belongs to r .locus of its orthocentre is

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Vertices of triangle are ( 3,4),(5cos@,5sin@)and (5sin@,-5cos@,) where @ belongs to r .locus of its orthocentre is

Vertices of triangle are ( 3,4),(5cos@,5sin@)and (5sin@,-5cos@,) where @ belongs to r .locus of its orthocentre is

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