Question

year 2019 main 53 thursday hone ki prayikta kya hai?

Answer 1

there will be 52 Sundays surely . because 365/7 =52 approximately . probability of 53 Sundays=no of Sunday in a week/ totsl days in week . 1/7

Answer 2

Sorry, the year 2019 has 53 Tuesdays, not 53 Thursdays. It only has 52 Thursdays.

The reason is explained below.

A common year has 365 days. 2019 is not a leap year, so it has 365 days.

We know that a week has 7 days.

First we have to know how many weeks a common year has. To find it, divide the no. of days in a year by that in a week, i.e., 365 by 7.

365 / 7 gives quotient 52 and remainder 1.

It means that every common year has 52 weeks and 1 day remain there. Such days remain are called odd days.

Here, 2019 January 1 is Tuesday. The year 2019 starts in Tuesday.

So every week in 2019 starts in Tuesday and ends in Monday, the day before Tuesday.

The last week of the year, 52th week, also starts in Tuesday and ends in Monday.

After 52th week, 1 day will remain as odd day. And that day is, 2019 December 31.

Since 52th week ends in Monday, the last day will be in Tuesday. So there will be 53 Tuesdays.

So this is the reason for 53 Tuesdays in the year 2019.

Hope this may be helpful.

Thank you. Have a nice day. :-)

#adithyasajeevan