Question

1...=4...=12...=52...=365(366)

Answer 1

1•4=4•3=12+40=52+304=365

Answer 2

It looks like you've provided a sequence of numbers with a pattern, and you're asking me to continue the pattern. The pattern appears to be related to the number of days in a year and may involve mathematical operations. Let's break it down:

1... = 4... 4... = 12... 12... = 52... 52... = 365(366)

The pattern seems to be related to the number of days in a year, which can be 365 or 366 in the case of a leap year.

1 day is to 4 days as 4 days is to 12 days as 12 days is to 52 days.

If we continue this pattern:

52 days is to 365 days as 365 days is to 365(366) days.

So, it appears that the pattern is based on multiplying the previous number of days by approximately 7.08 (365/52), and this is why we get 365 for a non-leap year and 366 for a leap year.

In the case of the missing numbers in the pattern, you can calculate them as follows:

4 days x 7.08 ≈ 28.32, which can be rounded to 28 or 29 for a leap year. 12 days x 7.08 ≈ 84.96, which can be rounded to 85 or 86 for a leap year.

So, the complete pattern would be:

1 day = 4 days 4 days = 12 days 12 days = 28 or 29 days (leap year) 52 days = 85 or 86 days (leap year) 365 days = 365 days (non-leap year) 365(366) days = 366 days (leap year)

I hope this helps explain the pattern you provided!