Type the missing number in this sequence:
112, 106, 100, 94,
, 82, 76
88
The given sequence seems to be decreasing by 6 each time.
Starting from 112, if we subtract 6, we get 106.
If we continue this pattern, subtracting 6 each time, the next number would be 100.
Subtracting 6 again, we get 94.
So far, the sequence is:
112, 106, 100, 94,
Continuing this pattern, subtracting 6 each time, the next number should be 88.
Subtracting 6 again, we get 82.
Finally, subtracting 6 one more time, we get 76.
Therefore, the missing number in the sequence is 88.
To find the missing number in this sequence, we need to identify the pattern or rule governing the sequence.
Looking at the numbers, we can observe that each number in the sequence is decreasing by 6.
Starting with 112, we subtract 6 to get the next number 106. Then, we subtract 6 again to get 100. Continuing this pattern, we subtract 6 repeatedly to get 94 and so on.
Therefore, the missing number in the sequence would be obtained by subtracting 6 from the previous number, 94.
Subtracting 6 from 94, we get 88.
So, the missing number in the sequence is 88.