Question

Imagine that in a calendar year, there were 436 days and 9 days in a week, then how many odd days will be there in that year?

Answer 1

4 odd days in that year if we imagine that

Answer 2

Given:
The total number of days in a year=436

Number of days in a week=7

To find:

The number of odd days in the year

Solution:

The number of odd days in the year is 4.

We can find the number by following the given steps-

We know that the odd days refers to the number of days that are left at the end of the year which is less than the number of days in a week.

The number of days in the given calendar year=436

The number of days in a week=9

Now, we will divide the total number of days in the given year by the number of days in a week.

The number of weeks in the given year=Total number of days in the year/Number of days in a week.

On dividing 436 by 9, we get 4 as the remainder.

So, 432 days of the given year complete 48 weeks with 4 days still remaining in the year.

The number of odd days=Total number of days in the year-number of days that form complete weeks

=436-432

=4

Therefore, the number of odd days in the year is 4.