Which of the following is a common application of K-Means clustering?Answer areaImage compressionPredicting stock pricesSpam filteringSentiment analysis
Question
Which of the following is a common application of K-Means clustering?Answer areaImage compressionPredicting stock pricesSpam filteringSentiment analysis
Solution
Image compression is a common application of K-Means clustering. This algorithm is often used in image processing for color quantization, which reduces the number of distinct colors used in an image, thereby reducing the amount of data needed to describe the image and effectively compressing it.
Predicting stock prices, spam filtering, and sentiment analysis are typically tasks for supervised learning algorithms,
Similar Questions
What is an application of K-Means clustering?Answer areaPredicting stock pricesCustomer segmentationSentiment analysisReal-time prediction
Which of the following is NOT a common application of the k-means algorithm?Select one:a.Image compressionb.Anomaly detectionc.Customer segmentationd.Regression analysis
Question 1The objective of k-means clustering is:1 pointSeparate dissimilar samples and group similar onesMinimize the cost function via gradient descentYield the highest out of sample accuracyMaximize the number of correctly classified data points
In k-means clustering, k represents the
Suppose you have a dataset of customer transactions from an online retail store. Each data point represents a customer and contains two features: "Total Amount Spent" (in pounds) and "Total Number of Items Purchased." You want to divide the customers into different groups based on their spending behaviour.Which of the following statements about K-means clustering applied to this dataset is true?Group of answer choicesThe number of clusters (K) is determined by the mean of "Total Amount Spent" and "Total Number of Items Purchased."K-means is sensitive to the initial placement of cluster centres, so it's essential to initialise them randomly.K-means will always produce the same clustering result, regardless of the initial positions of the cluster centres.K-means is not suitable for clustering real-valued data and can only handle categorical features.
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