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ISYE 6501 Midterm 1 _ Intro Analytics Modeling - ISYE-6501_O01-OAN_O01_MSA
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This quiz was locked Mar 15 at 2am. This element is a more accessible alternative to drag & drop reordering. Press Enter or Space to move this question. Question 1 9 / 13 pts
Answer 1: Classification Clustering Correct! Response prediction Validation Variance estimation None of the other choices Answer 2: Correct! Classification and Response prediction Clustering Validation Variance estimation None of the other choices Answer 3: Classification and Response prediction
Variance estimation None of the other choices Answer 6: Classification Clustering Respnse prediction Validation Correct! Variance estimation None of the other choices Answer 7: You Answered Classification Correct Answer Clustering Response prediction Validation Variance estimation
None of the other choices Answer 8: Correct Answer Classification and Response prediction You Answered Clustering Validation Variance estimation None of the other choices Answer 9: Classification Clustering Correct! Response prediction Validation Variance estimation None of the other choices Answer 10: Correct! Classification and Response prediction
None of the other choices Answer 13: Correct! Classification Clustering Response prediction Validation Variance estimation None of the other choices his element is a more accessible alternative to drag & drop reordering. Press Enter or Space to move this question. Question 2 3 / 3 pts
Attribute/feature data Correct! Time series data Answer 2: Attribute/feature data Correct! Time series data Answer 3: Correct! Attribute/feature data Time series data Answer 4: Correct! Attribute/feature data Time series data Answer 5: Correct! Attribute/feature data Time series data Answer 6: Correct! Attribute/feature data Time series data
Figures A and B show the training data for a soft classification problem, using two predictors (x 1 and x 2 ) to separate between black and white points. The dashed lines are the classifiers found using SVM. Figure A uses a linear kernel, and Figure B uses a nonlinear kernel that required fitting 16 parameter values. Figure A
Figure B
to move this question. INSTRUCTIONS FOR QUESTIONS 3- 11 For each statement in Questions 3-11, select the choice that makes the statement true.
to move this question. Question 3 0.6 / 0.6 pts Figure A's classifier IS NOT based on the values of both x 1 and x 2. Answer 1: IS Correct! IS NOT
to move this question. Question 7 0.6 / 0.6 pts Figure A DOES NOT SHOW that the black point (7.2,1.4) is an outlier. Answer 1: Correct! DOES NOT SHOW SHOWS
to move this question. Question 8 0.75 / 0.75 pts Figure B's classifier has a NARROWER margin in the training data than Figure A's classifier. Answer 1: Correct! NARROWER WIDER
to move this question. Question 9 0 / 0.75 pts Figure B's classifier would probably perform BETTER on test data than on training data. Answer 1: BETTER THE SAME Correct! WORSE
to move this question. Question 10 0.75 / 0.75 pts Figure B's classifier incorrectly classifies EXACTLY 5 black points in the training data. Answer 1: Correct! EXACTLY 5 MORE OR FEWER THAN 5
to move this question. Question 11 0.75 / 0.75 pts Figure B DOES NOT SHOW that the black point (7.2,1.4) is an outlier. Answer 1: Correct! DOES NOT SHOW SHOWS
to move this question. Question 12 2.25 / 3 pts For each of the following statements, select the correct choice to make the statement true. i. A new point at (4.9, 4) would be classified as WHITE by Figure A's classifier. ii. A new point at (4.9, 4) would be classified as BLACK by Figure B's classifier. iii. A new pint at (4.9, 4) would be classified as WHITE by a k-nearest neighbor algorithm where k=5. iv. In Figure A, if the training data had 1000 more white points to the right of the classifier, a 1000-nearest-neighbor algorithm would classify a new point at (4.9, ,4) as WHITE. Answer 1:
Question 13 2 / 3 pts For each statement, select the choice that makes the statement correct. i. Decreasing the value of C could INCREASE the margin. ii. Requiring a larger margin could INCREASE the number of classification errors in the training set. iii. Decreasing the value of C could REDUCE the number of classification errors in the training set. Answer 1: You Answered INCREASE Correct Answer REDUCE Answer 2: Correct! INCREASE REDUCE Answer 3: INCREASE Correct! REDUCE
to move this question. INFORMATION FOR QUESTIONS 14- 15 For each of the following statements about the hard classification SVM model, select the choice that makes the statement true.
to move this question. Question 14 2 / 2 pts Moving the classifier from the location that has equal margin on both sides is more likely to result in i. MORE classification errors in the validation data. ii. MORE classification errors in the test data. Answer 1: FEWER Correct! MORE Answer 2: FEWER Correct! MORE
to move this question. Question 15 1 / 1 pts It might be desirable to not put the classifier in a location that has equal margin on both sides when the costs of misclassifying the two types of points are SIGNIFICANTLY DIFFERENT. Answer 1: Correct! SIGNIFICANTLY DIFFERENT VERY SIMILAR
to move this question. INSTRUCTIONS FOR QUESTIONS 16- 17
For each of the statements in Questions 16-17, select the choice that makes the statement true.
to move this question. Question 16 0 / 3 pts Which of these models would you expect to perform worst on a test data set? Correct Answer Model 1, because it has much lower adjusted R-squared. Model 2, because it's the simplest of those with a high adjusted R-squared. Model 4, because its adjusted R-squared is only slightly lower than Model 5 and uses one fewer predictor. Model 5, because it has the highest adjusted R-squared. You Answered Model 7, because it uses the most predictors. One of Models 2,3,4,5,6,7, but it's hard to be sure which because their adjusted R-squared values are so close to each other.
to move this question. Question 17 3 / 3 pts