A,B and C are three points in a plane. state in which of the following situation, there is a circle passing through the points A,B and C D(AB)=5,D(Bc)=2,D(Ac)=3
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Given : A,B and C are three points in a plane. such that D(AB)=5,D(Bc)=2,D(Ac)=3
To find : a circle is passing through the points A,B and C or not
Solution:
AB = 5
BC = 2
AC = 3
2 + 3 = 5
BC + AC = AB
Hence C lies between A & B
and A, B & C are co-linear points
A circle can not pass through 3 colinear points
Hence a circle is not passing through the points A,B and C
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