Oh, what a happy little sequence we have here! It looks like we're doubling every other number. So, after 16, the next number would be 16 doubled, which is 32. Just like painting a beautiful landscape, sometimes patterns can be found in the most unexpected places.
The series is decreasing by consecutive perfect squares starting from 16^2 (256) and decreasing by 2^2 each time. Therefore, the next number in the series would be 4^2, which is 16.
The pattern is - 5 then +2. 2 and 4 are the next numbers in the series.
1. Each number is 1/2 of previous number.
13 18 16 21 19 24 22 27 25 ... . This series consists of adding 5 to the first number and subtracting 2 from the next number, repeating the sequence in that order.
This looks like a (subtract 5; add 2) series, so the next numbers are: 2, 4, -1, 1
The series is decreasing by consecutive perfect squares starting from 16^2 (256) and decreasing by 2^2 each time. Therefore, the next number in the series would be 4^2, which is 16.
The Pattern is 1^2- 2^2- 3^2- 4^2- 5^2 or 1 - 4 - 9 - 16 - 25 The next number in the series is 6^2 or 36
22
The pattern is - 5 then +2. 2 and 4 are the next numbers in the series.
The next number in the series will be 66. The next number is found by adding the two previous numbers. (2+7=9, 9+7=16, etc...)
16
1. Each number is 1/2 of previous number.
The next number in the series 2-4-3-9-4 is 16. 2 squared is 4, 3 squared is 9, 4 squared is 16
13 18 16 21 19 24 22 27 25 ... . This series consists of adding 5 to the first number and subtracting 2 from the next number, repeating the sequence in that order.
This looks like a (subtract 5; add 2) series, so the next numbers are: 2, 4, -1, 1
16
16' then 25 and then 36 et.seq. The clue is 0,1,4,9,16,25,36, ... = 0^(2) , 1(2) , 2^(2), 3^(2) , 4^(2) , 5^(2) , 6^(2), ... n^(2) ...