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Which one of the following statements is FALSE regarding parametric and nonparametric classification types of statistical tests? Select one: O a. The chi square test

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Which one of the following statements is FALSE regarding parametric and nonparametric classification types of statistical tests? Select one: O a. The chi square test is a non-parametric test, but the t-test and the ANOVA are parametric tests. O b. Non-parametric tests reflect differences in the magnitude of a measure. O c. The chi square test, the t-test, and the ANOVA are also known as "distribution-free" statistics. O d. Non-parametric tests reflect different and independent groups being measured. O e. both A) and D) Of. both B) and C)Q6. What are non-parametric tests? Use sign rank test to solve the given samples. Set 1 Set 2 443 57 421 352 436 587 376 415 458 458 408 424 422 463 431 583 459 432 369 379 11 360 370 12 431 584 13 403 422 14 436 587 15 376 415 16 370 419 17 443 57 (10)Q6. What are non-parametric tests? Use sign rank test to solve the given samples. Set 1 Set 2 443 57 421 352 436 587 376 415 458 458 408 424 422 463 431 583 459 432 369 379 11 360 370 12 431 584 13 403 422 14 436 587 15 376 415 16 370 419 17 443 57 (10)Question 24 1 pts Marching cubes is a method for computing the contour of a bivariate function. O True O False Question 25 1 pts Marching squares is a method for computing the contour of a bivariate function. O True O False Question 26 1 pts Height maps are an effective tool for visualizing trivariate functions. O True O False2, Consider X is a bivariate normal distribution N(p,)) with u' = (1,3) and 2 E = : 2 a. Write out the bivariate normal density of X. b. Determine the distribution X1 + 2 X2 c. Determine principal components Y1 and Y2, and calculate proportions of total variance explained by Y1 and Y2. d. Determine and accurately sketch the constant density contours that contain 50% (90%) of probability of the distribution X

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