Final answer:
The 13th term in the sequence defined by the formula an= 4n + 22 is 74, which is found by substituting 13 for n and performing the calculation.
Step-by-step explanation:
The student is asking for the value of the 13th term (a13) in a sequence defined by the explicit formula an= 4n + 22. To find this, we simply substitute 13 for n in the formula:
a13 = 4(13) + 22
Perform the multiplication:
4(13) = 52
Now add 22:
52 + 22 = 74
So, the value of the 13th term in the sequence is 74.