The calendar for the year 2009 will be the same as that of the year [DMRC- Customer Relationship Assistant (CRA) Exam, 2016]
(a)2013
(b)2014
(c)2015
(d)2014
Answer
Answer (as printed): C
Explanation
2008 was a leap year. A leap year has two odd days. Suppose year 2008 starts with a Monday. Then the first day of 2009 was Wednesday. Now, First day of 2010 ⇒ Thursday First day of 2011 ⇒ Friday First day of 2012 ⇒ Saturday Because 2012 was a leap year First day of 2013 ⇒ Monday First day of 2014 ⇒ Tuesday First day of 2015 ⇒ Wednesday Thus, the calendar for the year 2009 was the same as that of the year 2015.
Explanation as extracted from the printed page; notation may be imperfect.