ME564/EE560/Aero550 - HW #4
Prof. Gillespie
Due October 12, 2015
At the beginning of class
1. Consider an inverted pendulum on a cart, as shown in the gure below. It can be shown that the
dierential equations that govern the motion of this system are:
(m
Linear System Theory
ME 564, EE 560, Aero 550
Professor Gillespie, University of Michigan
Fall 2015
Homework #7
Assigned: November 2, 2015
Due: November 11, 2015
1. A simplied model of the lateral dynamics of an aircraft are shown to obey a four-dimension
Linear System Theory
ME 564, EE 560, Aero 550
Professor Gillespie, University of Michigan
Fall 2015
Homework #5
Assigned: October 21, 2015
Due: Wednesday Oct 28, 2014
1. Write some MATLAB code to visualize the action of a 2x2 matrix A and relate that acti
HM
ECE 537 / CIS 568: Data Mining F09
Sample Test
Sample Test 1
Total points 150
Allowed Time 90 minutes
This is a closed book, closed notes, and closed neighbor exam.
Two double-sided help sheet of 11x 8.5 paper is allowed for
this exam.
Use of calculato
HM
ECE 537/CIS 568 Data Mining
Solution: Sample Test 1
Fall, 2009
Solution Sample Test 1
1. Check all the following applications that the regression method can apply to (6
points)
Concept generalization
Outlier analysis
noise removal
x
x
disretization
2.
ECE 537 / CIS 568: Data Mining F09
University of Michigan Dearborn
Instructor: Hafiz Malik
Solution Final
Solution Final
Total points 150
Allowed Time 150 minutes (2.5 hours)
Monday, December 13, 2010
This is a closed-book, closed-notes, and closed-neigh
ECE 537 / CIS 568: Data Mining F09
University of Michigan Dearborn
Instructor: Hafiz Malik
MT 1_Solution
Solution Test 1
Total points 150
Allowed Time 90 minutes (1.5 hours)
Monday, November 09, 2009
This is a closed-book, closed-notes, and closed-neighbo
ECE 537 / CIS 568: Data Mining F09
University of Michigan Dearborn
Instructor: Hafiz Malik
MT 1
Test 1
Total points 150
Allowed Time 90 minutes (1.5 hours)
Tuesday, October 27, 2009
This is a closed-book, closed-notes, and closed-neighbor exam.
Two double
Linear System Theory
ME 564, EE 560, Aero 550
Professor Gillespie, University of Michigan
Fall 2015
Homework #6
Assigned: October 30, 2015
Due: November 4, 2015
Problem 1. Let p(t) be a polynomial, A : V V a linear map. Suppose is an eigenvalue of A with