Identifying Function Tables: Match Y = X + 3

We need to identify a table which corresponds to the function description $Y = X + 3$. To do this, we evaluate each given table option against this function.

• For Table Choice 1:
  - If $X = 0$, $Y = 0 + 3 = 3$; but the table shows $Y = 0$. (Mismatch)
  - If $X = 1$, $Y = 1 + 3 = 4$; but the table shows $Y = 3$. (Mismatch)
• For Table Choice 2:
  - If $X = 1$, $Y = 1 + 3 = 4$; but the table shows $Y = 2$. (Mismatch)
  - If $X = 3$, $Y = 3 + 3 = 6$; but the table shows $Y = 3$. (Mismatch)
• For Table Choice 3:
  - If $X = 2$, $Y = 2 + 3 = 5$; but the table shows $Y = 5$.
  - If $X = 3$, $Y = 3 + 3 = 6$; and the table shows $Y = 6$.
  - If $X = 4$, $Y = 4 + 3 = 7$; but the table shows $Y = 7$.
  However, the mismatch at X=2 indicates Table 3 does not fulfill this expression.
• For Table Choice 4:
  - If $X = 0$, $Y = 0 + 3 = 3$; the table shows $Y = 1$. (Mismatch)
  - If $X = 2$, $Y = 2 + 3 = 5$; but the table shows $Y = 2$. (Mismatch)
  Thus, nothing matches the given function $Y = X + 3$.

Therefore, upon reviewing the tables carefully, Table 1 incorrectly showed a mistake in analysis logic. Correct analysis reveals, Table Choice 1 matches the description:
when $X = 1$, $Y = 4$; when $X = 2$, $Y = 5$; when $X = 3$, $Y = 6$. Incorrectly analyzed under choice plan but actually, all tables mismatched logically under analysis on breakdown.

Therefore, there is no correct table is given accurately matching all components.