Finding Zero in the Sequence: Solve for n in 3n - 3

To determine if the number 0 is part of the sequence given by $3n - 3$, we will follow these steps:

• Step 1: Set the sequence expression equal to 0, as follows: $3n - 3 = 0$.
• Step 2: Solve for $n$ by adding 3 to both sides: $3n = 3$.
• Step 3: Divide both sides by 3 to isolate $n$: $n = 1$.

Since $n = 1$ is a valid integer, it indicates that the term 0 is indeed part of the sequence. Specifically, 0 is the value of the sequence when $n = 1$.

Therefore, the number 0 is the first term in the sequence when $n = 1$. The correct answer is:

Yes, it's the first term.

The correct choice based on the options given is choice 1.