Given the following code snippet: import numpy as np matrix…

Given the following code snippet: import numpy as np matrix = np.eye(3, 3) * 4 + np.eye(3, 3, k=-1) * 5 + np.eye(3, 3, k=1) * 3 Fill in the entries of matrix [E11][E12][E13] [E21][E22][E23] [E31][E32][E33] Note: Write whole numbers only Do not write any decimal points Do not write any square/curly brackets/parenthesis

You are given the following netlist. What are the resulting…

You are given the following netlist. What are the resulting admittance and current arrays? VSa 0 1 9R0 1 2 2R1 0 2 2R2 2 3 2ISa 3 0 1 Assume the admittance array is called y_add and the current array is called curr. Fill in the arrays with the values they would have AFTER stamping has completed. NOTE: All values must be in the form X.X, therefore, round to the nearest tenth. Do not include units in your answer! Negative numbers should be entered as -8.5 and positive numbers should be entered as 8.5. That is, NO + in front of positive numbers. The value zero would be 0.0. y_add =  [y_add_00] [y_add_01] [y_add_02] [y_add_03] [y_add_10] [y_add_11] [y_add_12] [y_add_13] [y_add_20] [y_add_21] [y_add_22] [y_add_23] [y_add_30] [y_add_31] [y_add_32] [y_add_33] curr = [curr_0] [curr_1] [curr_2] [curr_3]

Students are expected to have read and understood both the S…

Students are expected to have read and understood both the Syllabus, Syllabus Addendum, Software requirements, D2L contents, Course calendar, and Grading breakdown for this course. By answering this question you are signifying that you have completed the above tasks.

5. A consulting project requires the completion of eight act…

5. A consulting project requires the completion of eight activities. The means and variances of the activity times for those activities (in weeks) are shown in the table below. Activity A B C D E F G H Mean 10 6 8 11 9 9 11 10 Variance 5 2 3 5 4 3 6 5 Consider the three paths of the network: (1) F-C-B, (2) A-H-E and (3) D-G. Compute the probability of the project taking less than 27 weeks for each path, as well as the overall probability of the project taking less than 27 weeks when all paths are considered.