An arithmetic sequence is represented in the following table. Enter the missing term of the sequence. 10,-2,-14,-26,?...

12 is subtracted from the previous number.

-26 + -12 = ?

To find the missing term in this arithmetic sequence, we need to identify the common difference between consecutive terms.

From the given sequence, we can see that the common difference is obtained by subtracting each term from the previous term. Let's calculate the common difference:

-2 - 10 = -12
-14 - (-2) = -12
-26 - (-14) = -12

We can observe that the common difference is -12.

Now, to find the missing term, we need to determine what value we get when we subtract 12 from the last term (-26).

-26 - 12 = -38

Therefore, the missing term in the arithmetic sequence is -38.

14,9,4,-1,...