Four distinct points \[(2k,3k),\,\,(1,0),\,\,(0,1)\] and \[(0,0)\] lie on a circle for

Four distinct points \[(2k,3k),\,\,(1,0),\,\,(0,1)\] and \[(0,0)\] lie

1.	Four distinct points \[(2k,3k),\,\,(1,0),\,\,(0,1)\] and \[(0,0)\] lie on a circle for
A.	Only one value of k
B.	\[0<k<1\]
C.	\[k<0\]
D.	All integral values of k
Answer» B. \[0<k<1\]

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Four distinct points \[(2k,3k),\,\,(1,0),\,\,(0,1)\] and \[(0,0)\] lie on a circle for

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