jordan canonical form

\fQuestion 3. A control system has the transfer function Y(s) = 3(s + 3)(s + 4) 3s2 + 21s + 36 = R(s) (s + 1)(s +2)(s+ 5) s' +852+17s +10 (1) Draw the signal-flow graph state model in (a) phase variable canonical form (5 marks) (b) input feedforward canonical form (5 marks) (c) diagonal canonical form (5 marks) x(t) = Ax(t) + Br(t) (2) Find the state space representation for each canonical form y(t) = Cx(t) + Dr(t) in (1). (15 marks)Construct the one-way ANOVA table. 9) A one-way ANOVA is to be performed. Independent random samples are selected 9) from three different populations. The sample data are given in the table below. ABC Construct the one-way ANOVA table for the data.Construct the one-way ANOVA table. 9) A one-way ANOVA is to be performed. Independent random samples are selected from three different populations. The sample data are given in the table below. Construct the one-way ANOVA table for the data.2. In the carseats data set, we will seek to predict Sales using regression trees and related approaches, treating the response as a quantitative variable. 3) Split the data set into a training set and a test set. b) Fit a regression tree to the training set. Plot the tree, and interpret the results. What test MSE. RMSE and MAPE do you obtain? Compare them to training errors. c) Determine the optimal level of tree complexity. Try to prune the tree and explain whether pruning the tree improve the test MSE