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Question 1 DDHD point {graded} What information is needed in order to run a Kolmogrov Smirnov Test? {Select all that apply] E] The maximum vertical

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Question 1 DDHD point {graded} What information is needed in order to run a Kolmogrov Smirnov Test? {Select all that apply] E] The maximum vertical distance between the two distributions' CDFs E] The maximum horizontal distance between the two distributions' CDFs E] The sample size of both distributions, but they must be the same E] The sample size of both distributions, regardless of whether they are the same Smeit You have used 0 of 2 attempts Save Question 1 DDMD point {graded} Write in the command to run a Kolmogrov Smirnov test in R. Please use lowercase letters and do not include anything in the argument. For example, type print or print() but do not type PRINT or print[42+1BB) 5meit You have used 0 of 2 attempts Save Question 2 DDMD point {graded} True or False: The CDF of a data set is a smooth curve Smeit You have used 0 of1 attempt Save Question 'I 0.0\".0 point {graded} True or False: The KS test has a lot of power and the results can always be trusted. Smeit You have used [1 of 1 attempt Save What does bunching mean? 0 For no pattern to appear when mapping the observations of a data set 0 When there is a high amount of observations around certain points of the data set 0 For observations to always appear at one point when only looking at one dimension of the data set 0 For observations to always appear in the form of pairs Smeit You have used 0 of 2 attempts Save Question 2 0.0;'10 point {graded} In which of the following examples would it be useful to use a two-dimensional PDF like the one used in the basketball example in class? (Select all that apply] C] When looking at the geographical locations of all the universities across India C] When looking at the ranking of a basketball team across time C] When looking at the points where a tennis players ball bounced during a tennis match C] When measuring the effects of a medicine on children Smeit You have used [1 of 2 attempts Save

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