Math probelm involving Years and Weeks?

Question

How many full 7 day weeks are there in 7 consequtive years> Assume that the first day of the first year is the first day of the week

Answer 1

There are not 52 complete weeks in one year. 52 x 7 is 364, there is one extra day each year (otherwise your birthday - for example - would always be on the same day of the week). In seven years that means that there is one complete extra week (in fact this takes less than 7 years because there may be one or two leap years in a 7 year period).
So, in 7 years there are 52 x 7 + 1 weeks. (365 weeks)

Answer 2

Year 1: 52
Year 2: 51
Year 3: 51
Year 4: 51
Year 5: 51
Year 6: 52
Year 7: 52
Total: 360

This year started on a Sunday. Open your computer's calendar and count for yourself.

Note: As we all know, there are 52 weeks in a year, but that doesn't mean that each year, 52 weeks start on Sunday. Next year, Jan 1 is on a Monday. That first week is subtracted from the 52.

Note 2: 365 as Mr H. said below is correct (if my understanding of the problem is incorrect). His reasoning is just as well.

Answer 3

Depending on when leap year falls, there are either 2556 or 2557 days in 7 years. Since there are 7 days in a week, either way there are 365 full weeks, with either 1 or 2 extra days.

Answer 4

Well you just find out how many weeks are in one year which is 52 weeks, then you multiply that number by 7 and then you get your answer. Which should come out to be 364 weeks. Hope I helped out?!!

Answer 5

1 year = 52 weeks.
7 years = 7 times 52
figure it out

Answer 6

364

Answer 7

7x52= 364