Which of the following can only be used when training data are linearlyseparable?

linear hard-margin svm
linear logistic regression
linear soft margin svm
the centroid method

The correct answer is: A. linear hard-margin SVM.

A linear SVM is a supervised machine learning model that can be used for classification or regression. It is a type of support vector machine (SVM), which is a discriminative model that can be used to classify data points into two or more classes.

A linear SVM works by finding a hyperplane that separates the data points into two classes. The hyperplane is a line or plane that divides the data space into two regions, such that all of the data points in one region belong to one class and all of the data points in the other region belong to the other class.

A linear SVM can only be used when the training data are linearly separable. This means that there must exist a hyperplane that can perfectly separate the data points into two classes. If the data points are not linearly separable, then a linear SVM cannot be used.

The other options are not limited to linearly separable data. Linear logistic regression can be used for both classification and regression, and it can be used with any type of data, including data that is not linearly separable. The centroid method is a clustering algorithm, and it can be used to cluster data points into groups, regardless of whether the data points are linearly separable.

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