| |
Search Papers |
|
| |
 |
|
This is a short summary of the paper. Login to view the full paper
Not a TermPaperGalaxy member yet?
Click here for instant access to 40,000+ term papers!
|
Critical Thinking-Logical Proo
Beginning of paper
An argument given by professor Loren Johnson of the Mathematics Department of the University of California Santa Barbara states: The determinant of the n x n matrix A is the product of it's eigenvalues (Yaquib 303). In order to show if this argument is valid and sound we will need to define some essential terms. I am going to assume that .... Middle of paper
.... the permutation of the elementary products is odd (Hughes-Hallet 20). These two numbers are then multiplied by their respective permutation and the whole lot is added together. When all calculations are said and done this results in a number for matrix A, in this case -58. This now leads us to the definition of an eigenvalue. Since we have already defined A as a n x n matrix we can say that the eigenvalues are the solutions of the equation ob ....
--------------
Number of words: 1856
Number of pages: 7 (approx. 250 words per double-spaced page)
|
With a name like "Term Paper Galaxy", we have a lot to live up to. With over 40,000 term papers available in our astronomical term paper database
for the best prices around, you have definitely found the best deal in the galaxy. Other sites charge out of this world prices for just one single
paper. Here we give you full access to everything for as low as $19.95! So keep your hard-earned cash out of the black hole that is the other
sites' bank account and come sign up today for instant access to all the essays you will ever need.
| Membership Plan |
Price |
PayPal |
| 30 days membership (recurring) |
$19.95 |
| 90 days membership (recurring) |
$39.95 |
| 180 days membership (non-recurring) |
$69.95 |
|
|
|
Site Navigation
