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Time:      MTWF period 7

Place:     Matherly 4

Phone:   352-294-2339

Office:    438 Little Hall

Email:    avince@ufl.edu

 

Textbook:              Linear Algebra (4th edition) by Friedberg, Insel, Spence

 

Office Hours:        Monday, Wednesday, Friday  –  period 4

                                            (or by appointment)

 

TA (grader):         Jamie Scott     (Room: LIT 431 ; office hours: period 3 Tues, period 6 Fri; email:hiwhoareyou1@ufl.edu)

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Links

 

Homework

Page 14 #8,12,13
Page 20 #4,10,30
Page 32 #2a,b,c, 4a, 5g, 7, 8
Page 40 #2a,d, 4, 5, 9, 10
Page 195 #2a,b
   due Fri 30 Aug

Page 54 #2a,3a,8,9,13,16,26,29
Page 166 #5d,e
Page 180 #4a,9,10
Page 197 #7,10
Page 208 #3a
Page 221 #6,17
Page 229 #9,12,15
    due Fri 13 Sept

Let T: V->W be a linear transformation.  Prove that the image of a subspace of V is a subspace of W.
If T:V->W is a linear transformation and U is a subspace of V, then dim T(U) <= dim U.  
Page 74 #3,5,9e,10,12,22,26
Page 84 #2b,3,4,9
Page 96 #2b,3,4a,b
Page 106 #2a,b,c,d,4,16
The coordinate map V -> R^n given by v |-> [v] is an isomorphism.
    due Mon 30 Sept

Page 116 #2a,b,c,3a,b,4,5,7
Page 166 #6a
Page 257 #3ab,4ae,8b,9,11c,15a,22c
Page 279 #2bef,3ace,7,10,11
     due Mon 15 Oct

Page 336 #2,3,4b,10,11,12,17
Page 353 #2acd,4,7,9,15a,16a,19b,20b
     due Fri 1 Nov

Page 366 #2a,3b,6,8,20a
Prove: If A is normal, then so is A-cI for any scalar c.
Page 374 #2ac,7,11
      due Mon 18 Nov

Page 392 #2c,7,17
      due Mon 2 Dec 

Page 404 #2

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Topics

Vector Spaces
Liner Transformations and Matrices
Systems of Linear Equations
Determinants
Eigenvalues and Eigenvectors
Inner Product Spaces

 

Messages

 

Welcome to Linear Algebra

Free tutoring at the Teaching Center, SW Broward Hall. Check Teaching Center for the time schedule.

Students with disabilities requesting accommodations should first register with the Disability Resource Center (352-392-8565) by providing appropriate documentation. Once registered, students will receive an accommodation letter which must be presented to the instructor when requesting accommodation. Students with disabilities should follow this procedure as early as possible in the semester.

The course will be conducted in accordance with the academic honesty policy, and policy regarding the use of copyrighted material.

“Requirements for class attendance and make-up exams, assignments, and other work in this course are consistent with university policies that can be found at: attendance policies.

Information on current UF grading policies for assigning grade points may be found at: grades.

Students are expected to provide feedback on the quality of instruction in this course by completing a course evaluation online via GatorEvals. Guidance on how to give feedback is available at https://gatorevals.aa.ufl.edu/students/. Students will be notified when the evaluation period opens and can complete evaluations through the email they receive from GatorEvals, in their Canvas course menu under GatorEvals, or via https://ufl.bluera.com/ufl/. Summaries of course evaluations results are available to students at https://gatorevals.aa.ufl.edu/public-results/.

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Grades

• 3 Exams – 75%
  • September 18
  • October 23
  • December 2
• 10 Quizes – 25%
• Homework

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