# Study Guides for All Professors

- 7 Results
- About UCCS

## Exam 2 Solution 1

0

Exam ii linear algebra i: problem 1. Solution: if is an eigenvalue and t v = v for some v 6= 0, then v = t v = t 2v = t (t v) = t ( v) = This implies =

View Document## Exam 1

0

You may use any theorems which were proved in class or in the textbook provided that you state them clearly. You may not use results which were proved

View Document## Exam 1 Solution

0

Math 413/513 - fall 2010: problem 1. Solution. dim(v ) = 3 since v = span{v1, v2, v3} and the vectors v1, v2, v3 are lin. independent. Same argument fo

View Document## Exam1_Math413_Fall2010

0

Part i (60%) - in class: oct 6, 2010. Part ii (40%)- take home: due monday, oct 11, 2010 at 4:30pm: problem 1. For each of the following statements, gi

View Document## ExamFinal_Math413_Fall2010

0

Take home - due thursday, dec 16, 2010 before 5:00pm. Return it to my o ce - eng 271. You may use any theorems which were proved in class or in the tex

View Document