Question
Through any given set of three distinct points A, B, C it is possible to draw at most ___circle(s).
Answer:
:
At most one circle can be drawn through a given set of three distinct points. These threepoints will then be referred to as 'concyclic points' (Lying on the same circle). .
Was this answer helpful ?
:
At most one circle can be drawn through a given set of three distinct points. These threepoints will then be referred to as 'concyclic points' (Lying on the same circle). .
Was this answer helpful ?
More Questions on This Topic :
Latest Videos
Latest Test Papers
Submit Solution