The video tutorial discusses the care means clustering algorithm, emphasizing the importance of forming efficient clusters and the critical task of choosing the optimal number of clusters. It introduces the elbow method as a popular technique for determining the optimal number of clusters. The tutorial explains the calculation of distances between data points and centroids within clusters, using methods like Euclidean and Manhattan distances.

Why is it crucial to choose the optimal number of clusters in the care means clustering algorithm?

• To increase the number of centroids

• To reduce the number of data points

• To form highly efficient clusters

• To ensure the algorithm runs faster

Which method is highlighted as a popular way to find the optimal number of clusters?

• Silhouette Method

• Gap Statistic

• Elbow Method

• Hierarchical Clustering

What does the elbow method primarily focus on when determining the number of clusters?

• Maximizing the distance between clusters

• Maximizing the number of clusters

• Minimizing the number of centroids

• Minimizing the within-cluster sum of squares

Which of the following is a method to measure the distance between data points and centroids?

• Hamming Distance

• Euclidean Distance

• Chebyshev Distance

• Cosine Similarity

Besides Euclidean distance, which other method can be used to measure the distance between data points and centroids?

• Manhattan Distance

• Jaccard Distance

• Bray-Curtis Distance

• Mahalanobis Distance