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See-logism 2
by Gaurav Arora - Thursday, 12 June 2014, 12:31 AM
  a. ALL Pure is Sure
b. Some Pure are impure

from above 2 statements which of the below follow:-
i) All Sure are impure
ii) Some sure are impure
iii) Some sure are not impure

I think (iii) should also follow . Please comment on this one.
Re: See-logism 2
by Sirius Black - Monday, 16 June 2014, 03:00 PM
  It can be the case that sets for Impure and Sure overlap perfectly, which is why I think 3 cannot follow.
Re: See-logism 2
by Prabir Ghosh - Monday, 7 July 2014, 06:09 PM
  Pure
Re: See-logism 2
by GAURI GOEL - Sunday, 6 September 2015, 04:43 PM
  As per the range of the word SOME is considered,it goes from 0 to the maximum amount ,so if some is put as ALL in the 3rd option,it would mean that no SURE is IMPURE,which is certainly false because atleast 1 SURE is IMPURE.