Find the Missing Number:
273, 264, 239, ....., 109, -12
Show Hint
When identifying patterns in number series, observe the changes in the differences between the terms. The next difference often follows a consistent progression.
Let's analyze the pattern in the sequence:
- From 273 to 264, the difference is -9.
- From 264 to 239, the difference is -25.
The differences are increasing:
-9, -25, ...
The next difference should follow the pattern. The difference between -9 and -25 is -16, so the next difference should be -41 (since the differences are increasing by 16 each time).
Thus, from 239:
\[
239 - 41 = 190
\]
Therefore, the missing number is \( \boxed{190} \).