Final answer:
Without the actual sequence provided, it cannot be categorized as arithmetic or geometric, so the answer is neither. For a complete assessment, the sequence needs to be known to determine if it follows arithmetic or geometric patterns.
Step-by-step explanation:
To determine whether the sequence is arithmetic, geometric, or neither, you would need to look at the pattern in which the numbers in the sequence are progressing. An arithmetic sequence is characterized by a constant difference between consecutive terms, whereas a geometric sequence has a constant ratio between consecutive terms. If a sequence does not have a constant difference or ratio, it is considered neither arithmetic nor geometric.
For the question to be fully answered, the sequence itself must be provided. Without the actual sequence, it is impossible to categorize it as arithmetic, geometric, or neither. Thus, the correct option in this case would be D.
If we were to discuss the other terms presented in the question:
Mutually exclusive events are those that cannot occur simultaneously. Independent events are those where the occurrence of one event does not affect the probability of the other occurring. When it comes to calculating the conditional probability P(A/B), it measures the probability of event A occurring given that event B has already occurred.
Regarding measurements, a set of data can be categorized based on precision and accuracy. A precise, but inaccurate set of measurements represents the case where results are close to one another but not close to the targeted value. A set that is both precise and accurate will have measurements that are closely grouped together and also close to the targeted value. If a set is neither precise nor accurate, the measurements are scattered and not near the targeted value.