Final answer:
The recursive rule for a sequence of mixed fractions does not fit into the given options. However, if working with a different type of sequence, the appropriate recursive rule can be used.
Step-by-step explanation:
The recursive rule for a sequence of mixed fractions is not one of the given options (A) Fibonacci sequence, (B) Arithmetic sequence, (C) Geometric sequence, or (D) Continued fraction. The recursive rule for a sequence is a rule that allows you to find the next term in the sequence based on previous terms. In the case of mixed fractions, there is no specific recursive rule because mixed fractions themselves are not generally used in the context of a sequence. However, if you are working with a different type of sequence, such as a sequence of fractions or whole numbers, you can use the appropriate recursive rule for that type of sequence.