Which analytical method is considered unsupervised?
may have a trend component that is quadratic in nature. Which pattern of data will indicate that the trend in the time series data is quadratic in nature?
Ugh, I'm drawing a blank on the different learning methods right now. Supervised, unsupervised - they all start to blend together after a while. I'm just going to take my best guess and go with D. K-means. Hopefully that's the right call, but if not, I'll learn from this experience.
Hmm, I'm a bit unsure about this one. Supervised vs. unsupervised learning can be tricky to keep straight sometimes. Let me think this through - I know k-means is a clustering algorithm, so that seems like the most likely unsupervised option here. But I'll double-check the other choices just to be sure.
This looks like a straightforward question on unsupervised learning methods. I'm pretty confident that the answer is D. K-means clustering is a classic unsupervised technique, so that's the one I'll go with.
Okay, I've got a strategy for this. I'm going to eliminate the supervised methods first - that rules out A. Naive Bayes and C. Linear regression. Then it's just a matter of deciding between B. Decision tree and D. K-means. Since k-means is explicitly called out as an unsupervised technique, I think that's the safest bet.
This is a tricky one. I'm not totally clear on the differences between the various virtual routing options. I'll have to review my study materials and try to eliminate the incorrect answers.
I remember discussions in class about how a two-part transfer pricing system can improve communication, which makes me lean towards option B as not being an advantage.
Bingo! K-means is the way to go. Now, if only I could remember the optimal value for the number of clusters. I bet the exam writers are trying to trip us up with that one.
K-means clustering all the way! I can practically hear the cluster centroids moving around in my head. On a side note, I wonder if the exam proctors accept knock-knock jokes as partial credit...
Hmm, I was torn between k-means and linear regression, but k-means makes the most sense for an unsupervised method. Maybe I should have paid more attention in my statistics class.
K-means clustering is definitely the unsupervised method here. The question mentions that it uses an iterative algorithm to minimize the sum of distances from each object to its cluster centroid, which is a classic k-means approach.
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