When using a KNN approach, with K=3, the Euclidean distance from the point of origin determines the classification of a data-point. The following are classifications on test and training data:...


When using a KNN approach, with K=3, the Euclidean<br>distance from the point of origin determines the<br>classification of a data-point. The following are<br>classifications on test and training data:<br>Training Data<br>Classification<br>(1,2)<br>(2,3)<br>(-2,0)<br>(1,0)<br>Y<br>Y<br>Test Data<br>Classification<br>(2,2)<br>(2,1)<br>Which of the following statements is true?<br>a. The training error rate is 0%, and the test error rate is<br>50%.<br>b. The training error rate is 25%, and the test error rate<br>is 50%.<br>c. The training error rate is 25%, and the test error rate<br>is 0%.<br>d. The training error rate is 50%, and the test error rate<br>is 100%.<br>e. The training error rate is 50%, and the test error rate<br>is 0%.<br>

Extracted text: When using a KNN approach, with K=3, the Euclidean distance from the point of origin determines the classification of a data-point. The following are classifications on test and training data: Training Data Classification (1,2) (2,3) (-2,0) (1,0) Y Y Test Data Classification (2,2) (2,1) Which of the following statements is true? a. The training error rate is 0%, and the test error rate is 50%. b. The training error rate is 25%, and the test error rate is 50%. c. The training error rate is 25%, and the test error rate is 0%. d. The training error rate is 50%, and the test error rate is 100%. e. The training error rate is 50%, and the test error rate is 0%.

Jun 07, 2022
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