Show that the point (1, 5), (2,4)and (3,3)are colliner.
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let A=(1,5)
B =(2,4)
and C=(3,3)
now AB =√(2-1)²+(4-5)² =√2
BC = √(3-2)²+(3-4)² =√2
AC =√(3-1)² +(3-5)² =√8 = 2√2
AB +BC= AC
Hence given points are collinear
B =(2,4)
and C=(3,3)
now AB =√(2-1)²+(4-5)² =√2
BC = √(3-2)²+(3-4)² =√2
AC =√(3-1)² +(3-5)² =√8 = 2√2
AB +BC= AC
Hence given points are collinear
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