I think Option B, is correct
Statement (i) says if there is thin object in the set then there is also a white object
Since its given that not all thin objects are black, then there exists at least one white object in the set if it contains a thin object, making statement one true
Statement (ii) says if there is a rectangular object in the set, then there is also a white object.
since it is given that every white object is circular, this implies no rectangular object can be white, becoz it cannot be both rectangular and circular, also we can conclude that all rectangular objects are black and thin. Thus if a set contains a rectangular object then it must contain a white object becoz its given not all thin objects are black. that means there are atleast two objects in set if it contains a rectangular object, thus statement (ii) is true
Statement (iii) says Every fat object in the set is circular
Not necessarily since there can be thin circular objects present, thus statement (iii) is false
Kindly correct me if i am wrong !