Start learning 50% faster. Sign in now
There are two leap years between 5 th April 1998 and 5 th January 2005 i.e., 2000 and 2004. As, number of odd days in a normal year is '1' and number of odd days in a leap year is '2'. So, number of odd days from 5 th April 1998 to 5 th April 2004 is: (1 + 2 + 1 + 1 + 1 + 2) = 8 As, the number of odd days in a month, which has 30 days is '2' and the number of odd days in a month, which has 31 days is '3'. So, the number of odd days from 5 th April 2004 to 5 th January 2005 is: (25 + 3 + 2 + 3 + 3 + 2 + 3 + 2 + 3 + 5) = 51 Therefore, total number of odd days is (8 + 51) = 59 The days of the week repeat itself after 7 days. Thus, the number of odd days = 3 As, on 5 th April 1998, it was Sunday, so, on 5 th January 2005, it will be Wednesday.
What is the colour of the outer zone of complete combustion of candle flame?
Glycol is used to manufacture which of the following?
What is used in cloud seeding to produce artificial rain?
Which of the following metals forms an amphoteric oxide?
Which of the following is the lightest metal?
Which of the following is correct regarding isobars?
I. They have different atomic numbers
II. The have same mass numbers
Which gas is evolved during the reaction of an acid with a metal?
The colour of neutral litmus solution is
The reaction of an aldehyde with Tollens’ reagent results in:
Vitamin necessary to prevent prolonged bleeding is