Question: step by step explanation 1. Using the Manhattan distance between pairwise observations, which pairwise observation is most similar? Observation X] X2 1 2 3 2

step by step explanation

step by step explanation 1. Using the Manhattan
1. Using the Manhattan distance between pairwise observations, which pairwise observation is most similar? Observation X] X2 1 2 3 2 6 4 3 8 2 A. Observations 2 & 3 B. Observations 1 & 3 C. Observations 1 & 2 D. Both Observations 2 & 3 and 1 & 3 2. Consider the partial data set in the table represents online hours spent shopping by age and income. The average and standard deviation for the full data set is $47,667 and $14,292, respectively. Using z-scores to standardize the observations, what is the average standard deviation of Income for the three provided? On-Line ID Income Age Hours 2201 62000 48 2 2202 58000 52 A 2203 53000 44 UT A. 1.003 B. 0.7320 C. 0.2410 D. 0.6997 3. The following table is a segment of Loan Data from a bank for car loans. Compute the matching coefficient between pairs 1 and 4. Line Term int_rate loan_amnt Sex 1 60 3.58% 35000 F 2 60 4.00% 15350 F 3 36 6.71% 12500 M 60 6.07% 15350 E A. Matching coefficient is 0.50 B. Matching coefficient is 0.25 C. Matching coefficient is 0.75 D. Matching coefficient is 0.40

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