Final answer:
Without a clear pattern or an explicit rule defining the sequence based on the first five terms provided, it is not possible to determine the sixth and seventh terms of the sequence.
Step-by-step explanation:
To write the sixth and seventh terms of a sequence whose first five terms are -2, 3, -1, 4, and 0, we need to identify the pattern in the sequence. However, based on the given information, there isn't a clear pattern that can be readily identified. Without additional information or rules defining the sequence, such as an algebraic formula, it is not possible to accurately determine the sixth and seventh terms of the sequence.
If there was an explicit rule or formula given (for example, an = n², implying that the sequence is based on the squares of the natural numbers), then we could apply this to find the sixth and seventh terms. However, with the sequence provided and no additional context, we cannot extend the sequence any further.