Fritz Keinert Office hours: MF 23pm, W 121pm, Th 910am, or by appointment 
Math 207 is a multisection course with a course coordinator. The course coordinator decides all details of the course (material to be covered, exam dates, percentage of the grade determined by each exam, etc.) Thus, all the instructors will have identical policies. These are described in the Math 207 Common Syllabus. For convenience, I have also put them into this web page.
For this semester, all sections will have individual exams during the semester, but a common final exam. The exams in the various sections will be similar to each other, but not identical, since they are given at different times. All exams, except for the final, are on Fridays during class time.
I don't use the gradebook in either MyLab or Canvas. Instead, I will post a spreadsheet in Canvas after every exam. The students who don't come to class to pick up their exams will not have their scores posted. They will have to come to one of my office hours to find out how they are doing.
Makeup Exams
The common syllabus does not go into details about makeup exams very much, so let me spell that out here. In all cases, it is expected that documentation will be provided if requested, and in the case of a foreseeable conflict you contact your instructor beforehand, not afterwards. Chances are that if you are gone on a Friday only, your makeup exam will be the day before.
There are 3 situations where the instructor is required to give a makeup exam. They are
 Court appearance (whether you are plaintiff, defendant, or jury member)
 Military assignment (including ROTC)
 Being an official representative of Iowa State University. This includes being on an official sports teams supervised by the Athletic Department, being in the marching band, giving a talk at a conference as part of an ISU research group, testifying to the legislature as a student representative, and similar things. It does not include participating in a soccer tournament if the soccer club is just a student club, not ISU Athletics.
There are 3 further situations where the instructor is encouraged, but not required, to give a makeup exam. They are
 Medical excuse. This comes as a surprise to many students, but the instructor is actually not required to proved a makeup exam if you are sick. Of course, this will usually be granted.
 Family emergency. This includes things like a parent dying or having a serious medical problem, parents divorcing, family home burning down, etc.
 Religious excuse. If your religion has a significant holy day on the day of an exam, you can request a makeup.
And, of course, there is the catchall situation where you simply ask your instructor for a makeup for an event that does not fall into these categories. For example, a job interview, a wedding, a nonofficial competition. What is definitely NOT in this category is "I want to leave early for spring break or at the end of the semester".
Lay  Linear Algebra, 5th Edition
ISBN: 9780321982384Students also need to purchase an access code for MyLab, an online homework system from Pearson Publishing. MyLab contains an electronic copy of the textbook.
If I understand the description of the Immediate Access Program correctly, it works like this: you can sign up for this program (follow the instructions in the link above), and the cost of MyLab will show up on your UBill. If you drop the course within 10 days, you will get an automatic refund. Also, after a couple of weeks you can get a looseleaf version of the textbook if you want (for extra cost).
Alternatively, you can buy the book separately (if you want), or the access code to MyLab separately, but then you can't get a refund if you drop the course. If you are repeating this course and have bought MyLab access before, you will not need another code.
A scientific calculator is required for this course. Also, if you wish to purchase a simple graphing calculator, it would be helpful for many problems.
(30) Cr. 3. F.S.SS.
Prereq: 2 semesters of calculus
Systems of linear equations, determinants, vector spaces, linear transformations, orthogonality, leastsquares methods, eigenvalues and eigenvectors. Emphasis on applications and techniques. Only one of MATH 207 and MATH 317 may be counted toward graduation.
The following are the aspects of linear algebra that all students should be able to demonstrate.
 Understand the uses of echelon form and row reduced echelon form in solving systems of linear equations.
 Interpret matrices as representations of linear transformations with respect to a given basis.
 Understand the mechanics behind finding (real) eigenvectors and eigenvalues and their use in diagonalizing matrice
Systems of Linear Equations
 Recognize and set up a system of linear equations
 Perform row operations on a system of linear equations to obtain echelon and reduced echelon forms
 Interpret echelon forms to determine solution sets of systems of linear equations
 Apply systems of linear equations to problems in networking, balancing chemical equations, and other areas
Matrix Algebra and Determinants
 Perform matrix arithmetic operations
 Use determinants to determine if a matrix is invertible
 Use determinants to find the inverse of a matrix if it exists
 Apply augmented matrices to find the inverse of a matrix if it exists
Vector Spaces
 Identify subspaces of n dimensional real space
 Identify subspaces of abstract vector spaces
 Produce a basis for a given vector space
 Verify if a given set is linearly independent, spanning, or both
 Identity the standard subspaces Nul A, Col A, and Row A for a given matrix A
Linear Transformations
 Give the standard matrix for a given linear transformation
 Interpret matrix multiplication as a composition of linear transformations
 Find change of basis matrices and their relationship to a linear transformation
 Relate one to one and onto with Nul A and Col A and invertibility
Inner Product Spaces
 Understand orthogonality and magnitude in n dimensional space
 Utilize matrices to solve least squares problems
Eigenvalues and Eigenvectors
 Understand the definition of eigenvalues and eigenvectors
 Verify if given scalars are eigenvalues
 Verify if given vectors are eigenvectors
 Use the characteristic polynomial to find all eigenvalues and eigenvectors
 Use the number of eigenvectors to determine if a matrix is diagonalizable
Online Homework:  10% (lowest 2 dropped) 
Quizzes (10):  10% (lowest 2 dropped) 
Unit Exams (3):  20% each 
Final Exam:  20% 
Individual assignments will not be curved in the course. However, at the end of the semester, there will be a final curve for each section of MATH 207 individually. After instituting the curve, the median score in the section should be a C+. Also, final grades weighted according to the scale given above will be no worse than if they were measured on a 10% per letter grade grading scale, with the plus or minus grade at the top or bottom 3% of the range respectively. (e.g. 90%+ =A, 80%89.99% = B, etc.)
You are required to come to class every day, however you are not required to notify us for a class absence. If you are unable to attend any of the unit exams or the final exam due to an emergency, you MUST provide written documentation of the event before an alternate exam is administered (e.g. if you are sick, get a note from a doctor). If the conflict is foreseeable, you are required to inform the instructor beforehand, not afterwards. Your makeup exam may occur before the scheduled date in this case.
Please silence all mobile devices before the beginning of class (if you must take an emergency call leave the classroom discreetly). Do not utilize any mobile music device while in class, it tends to distract other students and shows an extreme lack of respect.
Not accepted, aside from makeup exams subject to restrictions here: https://math.iastate.edu/syllabusandclasspolicies/
If you need extra help in any aspect of this course, you have several options – some are better than others. First and foremost, come to either instructor’s office hours regularly and ask questions. If you cannot make it to our office hours, send us an email and schedule an appointment. We will make every possible effort to find a time to help you. You can also send short questions via email. Other resources should be utilized as much as possible, you can link to their page from here: https://www.asc.dso.iastate.edu/resources.
The following is a proposed schedule of events corresponding to a fifteen week course with homework due for each chapter on the Pearson online homework system MyLab Math (previously named MyMathLab) and three unit exams. Time can be made for in class quizzes or out of class quizzes on MyLab.
Week and Dates  Special Events 
Sections Covered  Assignments Due  Tests 
Week 1 (Jan 1418)  1.11.4  none  
Week 2 (Jan 2125)  No class Monday (MLK Day) 
1.51.7  1.11.4  Quiz 1 
Week 3 (Jan 28Feb 1)  1.8,1.9, 2.1  1.51.7  Quiz 2  
Week 4 (Feb 48)  2.22.5 
1.8,1.9, 2.1  Quiz 3 

Week 5 (Feb 1115)  Review for Exam 1 
2.6 
2.22.6 
Exam 1 
Week 6 (Feb 1822)  3.13.3 
none  Quiz 4 

Week 7 (Feb 25Mar 1) 

4.14.3 
3.13.3  Quiz 5 
Week 8 (Mar 48)  4.44.6 
4.14.3  Quiz 6 

Week 9 (Mar 1115)  Review for Exam 2 
4.7 
4.44.7  Exam 2 
Spring Break


Week 10 (Mar 2529)  5.15.3 
none  Quiz 7 

Week 11 (Apr 15)  5.4, 5.5, 6.1 
5.15.3  Quiz 8 

Week 12 (Apr 812)  6.26.4 
5.4, 5.5, 6.1  Quiz 9 

Week 13 (Apr 1519)  6.5, 6.6, 7.1 
6.26.4  Quiz 10 

Week 14 (Apr 2226)  Review for Exam 3 
7.2 
6.5,6.6, 7.1, 7.2  Exam 3 
Week 15 (Apr 29May 3)  Dead Week 
7.4 
none  none 
Week 16 (May 610)  Finals Week  Final Exam Time and Place to be determined 
What follows is a list of topics which address standards of practice which are near uniform throughout the university and are included here to ensure you know this course follows those standards.
The class will follow Iowa State University’s policy on academic dishonesty. Anyone suspected of academic dishonesty will be reported to the Dean of Students Office. See http://www.dso.iastate.edu/ja/academic/misconduct.html.
This course complies with the Americans with Disabilities Act and Sect 504 of the Rehabilitation Act. If you have a disability and anticipate needing accommodations in this course, please read the Math Student Disability Accommodation Policy and contact your primary instructor as soon as you become aware of your need (even if you have not yet obtained all the documentation). Requests for accommodations that are retroactive to contacting your primary instructor will not be honored.
You will need to obtain a SAN form with recommendations for accommodations from the Disability Resources Office, located in Room 1076 on the main floor of the Student Services Building. Please call them at 5152947220 or email disabilityresources@iastate.edu.
This class follows the Iowa State University Dead Week policy as noted in section 10.6.4 of the Faculty Handbook http://www.provost.iastate.edu/resources/facultyhandbook.
Iowa State University strives to maintain our campus as a place of work and study for faculty, staff, and students that is free of all forms of prohibited discrimination and harassment based upon race, ethnicity, sex (including sexual assault), pregnancy, color, religion, national origin, physical or mental disability, age, marital status, sexual orientation, gender identity, genetic information, or status as a U.S. veteran. Any student who has concerns about such behavior should contact his/her instructor, Student Assistance at 5152941020 or email dsosas@iastate.edu, or the Office of Equal Opportunity and Compliance at 5152947612.
If an academic or work requirement conflicts with your religious practices and/or observances, you may request reasonable accommodations. Your request must be in writing, and your instructor or supervisor will review the request. You or your instructor may also seek assistance from the Dean of Students Office or the Office of Equal Opportunity and Compliance.
If you are experiencing, or have experienced, a problem with any of the above issues, email academicissues@iastate.edu.