So, in my example, my ISBN will be {5,3,6,3,5,2,5,7) (the last 8 digits); and my ASIN will be {8,D,6,4,6,Q,S,R} encoded as {8,3,6,4,6,7,7,7). Generate a B and an I vectors as below: B = (Last 8 digits of ISBN) I = (Encoded last 8 digits of ASIN) 1. (a) (5 points) Construct a K matrix K5, where B and I are binded with their columns. (b) (5 points) Can you conclude that these columns are independent by looking the last two rows? (c) (5 points) Please calculate Var(1) (Not the statistical variance). (d) (5 points) What is the covariance matrix of K, namely Cov(K) = ? (Not the statistical covariance) (e) (5 points) Is rank of Cov(K), namely R(Cov(K), equivalent to 1? (1) (5 points) Calculate Acade? d(B)'d(B) (8) (10 points) Statistical variance of B can be calculated as o deviance vector of B. So, what is o? where d is the N So, in my example, my ISBN will be {5,3,6,3,5,2,5,7) (the last 8 digits); and my ASIN will be {8,D,6,4,6,Q,S,R} encoded as {8,3,6,4,6,7,7,7). Generate a B and an I vectors as below: B = (Last 8 digits of ISBN) I = (Encoded last 8 digits of ASIN) 1. (a) (5 points) Construct a K matrix K5, where B and I are binded with their columns. (b) (5 points) Can you conclude that these columns are independent by looking the last two rows? (c) (5 points) Please calculate Var(1) (Not the statistical variance). (d) (5 points) What is the covariance matrix of K, namely Cov(K) = ? (Not the statistical covariance) (e) (5 points) Is rank of Cov(K), namely R(Cov(K), equivalent to 1? (1) (5 points) Calculate Acade? d(B)'d(B) (8) (10 points) Statistical variance of B can be calculated as o deviance vector of B. So, what is o? where d is the N