Challenge: Linear Algebra Foundations #10 – Eigenvectors

Subdomeniu: Linear Algebra Foundations (linear-algebra-foundations)

Scor cont: 5.0 / 5

Submission status: Accepted

Submission score: 1.0

Submission ID: 464733294

Limbaj: python3

Link challenge: https://www.hackerrank.com/challenges/linear-algebra-fundamentals-10-eigenvectors/problem

Cerinta

Given the matrix $A$ =  

	[0   1]
    [-2 -3]
    
The two Eigenvectors of this matrix are computed as:


$v1$ = k<sub>1</sub> [+1  **A** ]<sup>**T**</sup>  and 
$v2$ = k<sub>1</sub> [+1  **B** ]<sup>**T**</sup> 

Also, **A** < **B**  
In the text box, enter the two integers **A** and **B**, each on a new line.

Cod sursa

print('-2\n-1')
HackerRank Linear Algebra Foundations – Linear Algebra Foundations #10 – Eigenvectors