Question
The question given below consists of three statements
numbered I, II and III given below it. You have to decide whether the data provided in the statements are sufficient to answer the question. Read all the statements and give answer. Eight persons A, B, C, D, E, F, G and H attended seminar. The seminar was scheduled over a period of four months i.e., April, May, June and July on either 20th or 29th of these months of the same year. No two persons attended on the same day. Who among the following attended with B in the same month? Statement I: E attended on 20th of a month having maximum number of days. Two persons attended in the seminar between E and B, who attended before E. Number of persons who attended after B was equal to the number of persons who attended before F. Statement II: A attended just before F and just after D. A did not appear on 29th. G attended before E but after B. Statement III: F and D attended in the same month. G attended after C but on the same date. H attended on 29th but not in July.Solution
From statement I: E attended on 20th of a month having maximum number of days. Two persons attended in the seminar between E and B, who attended before E. Number of persons who attended after B was equal to the number of persons who attended before F. 
From statement II: A attended just before F and just after D. A did not appear on 29th. G attended before E but after B. No proper information is given. From statement III: F and D attended in the same month. G attended after C but on the same date. H attended on 29th but not in July. No proper information is given Now, check the options given so, from statement I and III together we get, 
So, B and G attended with B in the same month so, statements I and III are together sufficient to answer.
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