A(5,8) ,B(5,8), C(0,1) colliner or non collinear
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The points A(5,8),B(5,8)&C(0,1) do not lie in a same line.so it is not collinear
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Answer:
non collinear
Step-by-step explanation:
we know that
slope of AB=slope of BC if the points are collinear
therefore, slope of AB=8-8/5-5=0
slope of BC=1-8/0-5=-7/-5
therefore, slope of AB not equal to slope of BC the points are non collinear
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