Question

6556, 256, 16 , ?1)12)33)64)45)7​

Answer 1

4. Ответ номер четыре

Answer 2

To find the pattern in the given sequence (6556, 256, 16, ?), let's examine the differences between consecutive terms:

256 - 6556 = -6300 16 - 256 = -240 ? - 16 = ?

The differences between consecutive terms are decreasing by 6300 each time. So, to find the next difference, we subtract 240 from 6300:

6300 - 240 = 6060

Now, to find the next term in the sequence, we add 6060 to the last term:

16 + 6060 = 6076

So, the missing term is 6076.

Now, let's analyze the second sequence (12, 33, 64, 45, ?):

To find the pattern in this sequence, let's examine the differences between consecutive terms:

33 - 12 = 21 64 - 33 = 31 45 - 64 = -19 ? - 45 = ?

The differences between consecutive terms seem to follow the pattern of increasing odd numbers (21, 31, ...). So, to find the next difference, we add 41 (the next odd number) to the last difference:

-19 + 41 = 22

Now, to find the next term in the sequence, we add 22 to the last term:

45 + 22 = 67

So, the missing term is 67.

Therefore, the missing terms are 6076 and 67.