Latest exam Aptitude Question SOLUTION: Prove that if A is an n x n primitive matrix. Then the limit as k goes to infinity of (A/r(A))^k = xy^T where Ax=r(A)x, x>0,y^TA=r(A)y^T,y>0,y^Tx=1. NOTE : y^T is read

• Placement Papers
• /
• exam
• /
• Numerical Ability

exam Question Papers:

(#M40122865) EXAM Numerical Ability question Keep an EYE

Prove that if A is an n x n primitive matrix. Then the limit as k goes to infinity of (A/r(A))^k = xy^T where Ax=r(A)x, x>0,y^TA=r(A)y^T,y>0,y^Tx=1.

NOTE : y^T is read as y tr

Asked In exam (9 years ago)

Unsolved

Is this Puzzle helpful?   (0)   (0) Submit Your Solution