Solve the Series Challenge: Completing the Third Term in n-3 Sequence

Question

For the series $n-3$

Complete the third term.

00:04 Let's find the third element of the sequence.

00:08 We substitute the position into the sequence formula and solve step by step.

00:27 And that's how we find the solution!

To solve for the third term in the series defined by $n - 3$ , we follow these straightforward steps:

Step 1: Identify the expression for the series term, which is $n - 3$ .
Step 2: Substitute $n = 3$ into the expression. This corresponds to finding the third term.
Step 3: Substituting gives us $3 - 3$ , which simplifies to $0$ .

Thus, the third term of the series is $0$ .